tag:blogger.com,1999:blog-83005677702897128972024-03-18T20:43:15.252-07:00Blog do professor JeováBlog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.comBlogger50125tag:blogger.com,1999:blog-8300567770289712897.post-22040703093744145812012-06-18T03:42:00.001-07:002012-06-18T03:44:50.118-07:00Revisão para a avaliação do 8º anoExercise
A) Put the letters in order to find the past tense of the verbs in the box
1. bite …………… 8. keep ………………
2. blow …………. 9. lose ………………..
3. break ………… 10. put ………………..
4. draw …………. 11. ride…………………
5. find ………….. 12. smell ……………..
6. forget ……….. 13. teach …………..
7. grow ………… 14. throw …………….
<b>
B) Complete in the simple past.
1. I _____________(buy) a new car yesterday.
2. I _____________ (catch) a big mouse.
3. You _____________ (be) ill two years ago.
4. I _____________ (read) a nice book.
5. The sun _____________ (appear) yesterday.
6. I _____________ (write) a letter to my brother.
7. I _____________ (tell) you a story.
8. I _____________ (see) my best friend.
9. We _____________ (know) this teacher.
10. They _____________ (swim) in a swimming pool
<b>
C) Complete the sentences.
• Dad ____________ ( work) last Sunday.
• We ____________ (play) football after school yesterday.
• I ____________ (watch) a goof film last night.
• My friend and I ____________ (try) skating for the first time yesterday.
• Mary ¬____________ (play) the guitar for an hour this morning.
• I ____________ (stay) at my friend’s house last week.
• Mary ____________ (go) shopping in Lisbon yesterday.
• Ann ____________ (wear) her new jeans on Tuesday.
• They ____________ (take) their books to school.
• My grandparents ____________ (come) to our house for lunch last Sunday.
• Peter ____________ (buy) some souvenirs for his sister.
<b>
D) 5. Write the negative form of the following sentences.
• Carol wrote a letter to her best friend.
• __________________________________________________
• She lost her keys in the supermarket.
• __________________________________________________
• They went to the beach with her parents.
• __________________________________________________
• Mary bought all her books in the bookshop.
• __________________________________________________
• The artists sang beautifully in the concert.
• __________________________________________________
• He was very anxious about the results of her exam.
• __________________________________________________
• Their parents gave them a dog as a birthday present.
• __________________________________________________
<b>
E) Circle the correct form:
I break / broke a cup yesterday.
Ann did not play / played tennis this morning.
John work / worked last Friday.
I didn't know / knew where I was.
I didn't feel / felt well last night.
Peter didn't see / saw Bill at the party.
The train did not arrive / arrives on time
Ann didn't come / came to my party.
Mary didn't like / likes / liked her teacher.
<b>
F) Make simple past negative sentences:
I played football.
..............................................
We spoke Spanish together.
..............................................
My uncle taught Mathematics.
..............................................
Bill cooked the potatoes.
..............................................
I took my brother to the mountains.
..............................................
We told our parents everything.
..............................................
I wrote to my sister.
..............................................
I liked the party.
..............................................
We knew her address.
..............................................Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-36829144810740401492012-04-03T16:12:00.000-07:002012-04-03T16:12:42.263-07:00Revisão 7º anoConteúdos: Simple Present (Aff. , Neg. and Interrogative forms)
Complete the sentences like in the example. Use the long form of the auxiliary.
Example: Jane ___________ a book. (not/to read)
Answer: Jane does not read a book.
1) Tom ................................. stamps. (not/to collect)
2) You.................................. songs in the bathroom. (not/to sing)
3) Julie ................................. in the garden. (not/to work)
4) I ........................................ at home. (not/to sit)
5) Tina and Kate ................................ the windows. (not/to open)
6) Adam ............................... French. (not/to speak)
7) His sister ...........................lemonade. (not/to like)
8) We...................................... to music. (not/to listen)
9) My father ............................ the car every Saturday. (not/to clean)
10) Johnny and Danny ................................. in the lake. (not/to swim)
Put the correct forms of the verbs into the gaps. Use the Simple Present in the statements.
Example: I _____ in the lake. (to swim) I swim in the lake.
1) We ............................ our dog. (to call)
2) Emma........................ in the lessons. (to dream)
3) They ........................... at birds. (to look)
4) John............................... home from school. (to come)
5) I .................................. my friends. (to meet)
6) He ............................... the laptop. (to repair)
7) Walter and Frank ............................. hello. (to say)
8) The cat ..............................under the tree. (to sit)
9) You .............................. water. (to drink)
10) She ................................ the lunchbox. (to forget)
11) I ................................. a good mark. (to get)
12) Rita .............................. an exercise. (to do)
13) We ................................ the table. (to lay)
14) Tim and Pat................................ text messages. (to send)
15) Oliver................................ fun. (to have)
16) Maria .................................. their room. (to tidy up)
17) He ..................................a new MP3 player. (to buy)
18) The dog ...................................... out of the house. (to run)
19) You ........................................... your glasses. (to need)
20) She ..........................................a snake. (to touch)
PRESENT SIMPLE VERBS
1. She ________________ four languages. ( speak )
2. Jane is a teacher. She _____________ French. ( teach )
3. When the kettle _______________, will you make some tea? ( boil )
4. I always _____________ the window at night because it is cold. ( close )
5. Those shoes________________ too much. ( cost )
6. The food in Japan is expensive. It _______________ a lot to live there. ( cost )
7. His job is great because he ______________ a lot of people. ( meet )
8. He always __________________ his car on Sundays. ( wash )
9. My watch is broken and it _________________ to be fixed again. ( need )
10. I _______________ to watch movies. ( love )
11. I ________________ to the cinema at least once a week. ( go )
12. They never _____________ tea in the morning. ( drink )
13. We both _______________ to the radio in the morning. ( listen )
14. He ________________ a big wedding. ( want )
15. George _______________ too much so he's getting fat. ( eat )
16. The earth ______________ round the sun, doesn't it? ( go )
17. The shops in England _______________ at 9:00 in the morning. ( open)
18. The post office _______________ at 5:30 pm. ( close )
19. Jackie ________________ two children now. ( has )
20. Mr. Smith _______________too much. He always____________ a cigarette in his mouth. ( smoke / have)
21. When the phone _______________, please answer it. ( ring)Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-44508363786831939302012-04-03T07:43:00.000-07:002012-04-03T07:43:34.979-07:00Revisão 6º anoRevisao 6º ano
1- Subistitute the words given for a personal pronoun.
mother-she my brother-
girls-
school-
Ben and Tom-
my father-
the window-
dad-
desks-
my sister and I-
dogs-
my friends-
woman-
you and the boys- Tamara-
pencil-
Anna-
notebooks-
cats-
feet-
I and Dana-
snake- man- Sam-
children-
2- Rewrite the sentences:
a) I AM Spanish.
……………………………………
b) Susan is nice.
…………………………………….
c) Jeremy is scared.
……………………………………
d) Pablo is good.
…………………………………….
e) Peter and you are friendly.
……………………………………
3- Write the correct Personal Pronoun for each word below.
a) team
b)book
c) family
d) lollipop
e) rose
f) girl
g) kids
h) hands
i) farmer
j) dog
4- change the sentences.
a) the ball is small.
b) the rose is red.
c) my father is a farmer.
d) My mother is thirty.
e) asta is a dog.
PRONOUN HUNT!
Highlight all of the pronouns in the following passage.
We went to see the new planetarium at the museum. When we got there, our teacher showed us where to leave our coats and backpacks. A special guide explained the tour to us. I learned many new things. For instance, I didn’t know the solar system was so big. We counted many moons around some of the planets. Toward the end of the tour, the guide invited me to visit the planetarium again. I will definitely come back someday. We collected our things and went back to school. I asked friends to name a favorite planet. Mine is Saturn because of the many rings. The teacher wants us to do reports on the planets. I want to report on the planet Saturn, but so does Toshi. We decided to work together on the report. We want to talk about Titan, one of Saturn’s biggest moons. Titan is interesting to us, because Titan is the biggest moon, bigger than the planet Mercury!
List the pronouns you found. What do they all have in common?
_____________________________ _____________________________
_____________________________ _____________________________
_____________________________ _____________________________Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-22374079079769208892012-04-02T03:51:00.002-07:002012-04-02T03:53:21.022-07:00Revisão para o diagnóstico Bimestral do 8º anohttp://www.4shared.com/office/fUpy6rYk/revisao.html
http://www.4shared.com/file/lNiN-d2R/past-simple-regular-2012__1_.htmlBlog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-28805888710915985022011-10-17T17:51:00.000-07:002011-10-17T18:09:38.209-07:00Boa Noite Galera!!!<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxTgjFW5_M3AlPU3bPtvo_AKzkLpIJr2EqYMJctsv8ZyaS70ZK58DW0WHRywXjfpo1ywPqFtEDaSo9mD33tMHUsIaoVKLzo39tnItkukXFt4EPS6qq4bLDokZRM7dx2EPraY-cAZGyJKo/s1600/eu.jpg"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 170px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxTgjFW5_M3AlPU3bPtvo_AKzkLpIJr2EqYMJctsv8ZyaS70ZK58DW0WHRywXjfpo1ywPqFtEDaSo9mD33tMHUsIaoVKLzo39tnItkukXFt4EPS6qq4bLDokZRM7dx2EPraY-cAZGyJKo/s320/eu.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5664628568250410850" /></a><br />Passando aqui rapidão para agradecer a iniciativa da professora Sandra de fazer com que nossos alunos prestassem homenagens a nós professores.<br />Em cada sala recebi um carinho imenso, cartazes lindos, presentes simples mas que emocionam pelo carinhocom o qual foi dado. Me emocionei bastante com cada palavra que me foi dirigida, mas em algumas salas a emoção foi tanta que quase choro, rsrsrrsrss.<br />Agradeco a TODAS AS HOMENAGENS PRESTADAS A MIM! Não vou mentir que não esperava receber tantas, já que sou taxado como o professor chato e aquele que nao demonstra sentimentos. Me surpreendi com a criatividade de muitos. Mas os que se destacaram e me deixaram com lágrimas nos olhos foram o 6º ano B, com a paródia feita pelo welisson e pelo dudu, o cartaz que ficou maravilhoso que as meninas fizeram com tanto carinho. 8º ano C, Savina, Lucas e Nirly me emocionaram muito com as paavras sinceras. Mas ... o que mais me emocionou e quase me faz chorar de verdade e quase que nao me seguro, foi o 7º ano C, João e Ariele, as palavras de vocês hoje me fez um bem que vocês não podem imagnar, sei que foram palavras sinceras e transparentes e MUITISSIMO OBRIGADO por vocês terem me dado o espaço para me tornar esse professor especial que vocês me disseram que sou em suas vidas. Fico lisonjeado quando alunos me dirigem essas palavras, pois não quero ser apenas o professor jeová, quero ser o professor JEOVÁ que marcou a vida de muitos alunos com meus conselhos, broncas, meu jeito desajeitado de demonstrar que VOCÊS todos são muito importantes para mim. Cada um de vocês tem um lugar reservado no meu ♥. As broncas dadas, os sermões feitos, as brincadeiras, os sorrisos ... tudo é a minha forma e tentar ser especial para cada um de vocês! Espero que daqui a alguns anos, muitos de vocês lembrem de mim, assim como lembrarei de vocês com muito carinho e amor.<br />MUITO OBRIGADO por vocês existirem na vida desse professor caçula, mas que ama vocês de uma forma extrema!!!<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSvEnwsednGIqZFHMesj7aJeRKK-zdJoa7cq9tb4S0mqKRp3iWXDXNjhfmOs1bgCbZVLheXd5MtiZCADXRsGjorjEv4z8lhyphenhyphenZXT28S1Bb5V_zsKlkMTlMS2zV0pQDXJRTa80QqNhfcaU8/s1600/Foto0306.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSvEnwsednGIqZFHMesj7aJeRKK-zdJoa7cq9tb4S0mqKRp3iWXDXNjhfmOs1bgCbZVLheXd5MtiZCADXRsGjorjEv4z8lhyphenhyphenZXT28S1Bb5V_zsKlkMTlMS2zV0pQDXJRTa80QqNhfcaU8/s320/Foto0306.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5664632897468148354" /></a><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvghw_JfIgdIeS39gOInJNc84Y5FVfJtha2dMUwfQjAv4EJeHWnsSRtrwfSwz-RRkVD41sbH9f4akLBZ-wwIlUfxsM0D7mLKj50_uC-Qco0YqI99J-FGUCNR-lOFs58KjQSl-A1HWObYk/s1600/312078_188249171249248_100001924982501_420791_674018118_n.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvghw_JfIgdIeS39gOInJNc84Y5FVfJtha2dMUwfQjAv4EJeHWnsSRtrwfSwz-RRkVD41sbH9f4akLBZ-wwIlUfxsM0D7mLKj50_uC-Qco0YqI99J-FGUCNR-lOFs58KjQSl-A1HWObYk/s320/312078_188249171249248_100001924982501_420791_674018118_n.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5664632901063845522" /></a><br /><iframe width="420" height="315" src="http://www.youtube.com/embed/QIXP8WiLUdc" frameborder="0" allowfullscreen></iframe>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-76732969232020103992011-08-29T16:10:00.001-07:002011-08-29T16:12:36.232-07:00Resultado da Votação<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilijhVEwdqiyGApYWwt-DcuORH9HfxWafbNASrTiD0ry7uifjun9fQ_MiAagXB3Lj15-z4npCHHljJF-N4SB_wo6FOugguFs66arW-KWahQeEc9zBGXY_WQHlL33C33_9Q7BsAId6KQQU/s1600/imagem.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 179px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilijhVEwdqiyGApYWwt-DcuORH9HfxWafbNASrTiD0ry7uifjun9fQ_MiAagXB3Lj15-z4npCHHljJF-N4SB_wo6FOugguFs66arW-KWahQeEc9zBGXY_WQHlL33C33_9Q7BsAId6KQQU/s320/imagem.JPG" alt="" id="BLOGGER_PHOTO_ID_5646419407260488002" border="0" /></a>
<br /><div style="text-align: center;">Com 57% dos votos, a música vencedora é Love Story da Taylor Swift. Logo após a avaliação mensal faremos um exercicio avaliativo de listening com ela.
<br />=D
<br />Have Fun
<br /></div>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-1087129665883626082011-06-07T07:35:00.000-07:002011-06-07T07:43:53.016-07:00Atenção Alunos!!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.astintrew.es/images/singer.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 480px; height: 320px;" src="http://www.astintrew.es/images/singer.jpg" alt="" border="0" /></a><br />A data de entrega do projeto YOU ARE THE SINGER já foi definida!<br />Atenção para as datas:<br /><span style="color: rgb(255, 0, 0); font-weight: bold;">6º A e B; 7º A e B: dia 22/06</span><br /><span style="color: rgb(255, 0, 0); font-weight: bold;">6º C, 7º C e 8º C: 27/06</span><br /><span style="color: rgb(255, 0, 0); font-weight: bold;">8ª A e B: 27/06</span>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-46451792104686707562011-06-06T04:46:00.000-07:002011-06-06T04:48:07.287-07:00Adjectives<strong>1.</strong> Em inglês, a maioria dos adjetivos são situados antes do substantivo e/ou depois de um verbo de ligação. Por exemplo: <p> <em>She's got a <strong>red </strong></em>(adjective)<strong><em> shirt </em></strong>(noun)<em>.</em><br /><em>I know a <strong>Spanish </strong></em>(adjective)<em> <strong>teacher</strong></em> (noun).<br /><em>My records <strong>are </strong></em>(copula verb) <strong><em>old </em></strong>(adjective).<br /><em>It <strong>feels</strong></em> (copula verb) <strong><em>good </em></strong>(adjective). </p> <p> <strong>2.</strong> Mas e quando queremos dar, a um substantivo, mais de uma adjetivação? Qual a ordem dos adjetivos? Embora existam regras que nos forçam a colocá-los em uma ordem fixa, elas são muito complicadas. Portanto, nos limitaremos a descrever as mais importantes. São elas: </p> <p> <strong>a)</strong> adjetivos de <em>color, origin, material </em>e <em>purpose </em>são colocados nesta ordem. Note: </p> <p> <em>It's a <strong>yellow </strong></em>(color)<strong><em>, norwegian</em></strong> (origin)<strong><em>, wooden </em></strong>(material)<strong><em>, writing</em> </strong>(purpose)<strong><em> </em></strong><em>pen. </em> </p> <p> <strong>b)</strong> outros adjetivos podem vir antes dos adjetivos de <em>color</em>, mas sua ordem é muito complicada para enunciarmos regras. Veja: </p> <p> <em>I love her <strong>big brown </strong>eyes.</em><br /><em>The <strong>second black </strong>dog.</em><br /><em>The <strong>last little white </strong>cat.</em> </p> <p> <strong>3.</strong> De maneira geral, um adjetivo não pode vir desacompanhado de um substantivo. Mas existem exceções, dependendo da construção e do contexto. Note: </p> <p> <strong>a)</strong> numa escolha, quando o substantivo a que se referem os adjetivos desacompanhados já tenha sido citado: </p> <p> <em>‘Do you have a pen?' ‘You want <strong>red </strong>or <strong>blue</strong>?'</em> </p> <p> <strong>b)</strong> quando nos referimos a uma característica de um grupo específico de pessoas: </p> <p> <em>He's a guy that helps the <strong>deaf</strong>.</em> </p> <p> Esta é uma construção em que <strong>deaf<em> </em></strong>refere-se a um grupo de pessoas surdas, não a uma em particular. Temos também <strong><em>the dead, the sick, the blind </em></strong>etc. Mas devemos notar um caso importantíssimo: </p> <p> <em>the problems <strong>of the deaf </strong></em>ou <strong><em>deaf people's </em></strong><em>problems</em> </p> <p> mas nunca <strong><em>the deaf's </em></strong><em>problems</em> </p> <p> <strong>Adjectives w/ <em>-ly</em> ending</strong> </p> <p> <strong>4.</strong> Em inglês, a maioria dos advérbios é formada adicionando-se o sufixo <em>-ly </em>ao adjetivo de origem (<em>careful/carefully, happy/happily </em>etc.). Porém, existem algumas palavras que terminam em <em>-ly</em> mas que, porém, não são advérbios, e sim adjetivos. As principais delas são: <em>friendly, lovely, lonely, ugly, silly, cowardly, likely, unlikely.</em> Veja: </p> <p> <em>She was a <strong>lovely </strong>girl. </em>(=ela era uma garota adorável)<br /><em>His ugliness made him a <strong>lonely </strong>man. </em>(sua feiúra fez dele uma homem solitário)<br /><em>He was a <strong>cowardly </strong>soldier. </em>(ele era um soldado covarde)<br /><em>A dog can be the most <strong>friendly </strong>thing you'll meet in your life. </em>(um cão pode ser a coisa mais amigável que você verá na sua vida) </p> <p> etc. </p> <p> <strong>5.</strong> Para tomarmos essas palavras como advérbios, necessitamos de construções diferentes. Veja: </p> <p> <em>Everytime we meet, she hugs me <strong>in a lovely way</strong>. </em>(=toda vez que nós nos encontramos ela me abraça adoravelmente) </p>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-25824049619788819262011-06-02T09:17:00.001-07:002011-06-02T09:23:14.436-07:00Exercío 8º ano<p class="explanation"><b>Simple Past Tense</b></p><p><a href="http://www.eslgold.com/images/gr_simp_past.mp3">Click for Audio</a><br /><br /><b>Explanation</b></p><p>1. The<i><b> simple past tense</b></i> is expressed with the <i>past form</i> of the verb and <i>nothing else</i>. </p><ul><table cellpadding="0" cellspacing="0"><tbody><tr><td width="275">My grandfather died last year.<br />My grandfather was died last year.<br />My grandfather has died last year.</td><td>(Correct)<br />(Incorrect)<br />(Incorrect)</td></tr></tbody></table></ul>2. The <i><b>simple past tense</b></i> refers to <ul>a. action which occurred at a specific time in the past<br />b. completed action<br />c. past status </ul><b>Examples</b><ul><table cellpadding="0" cellspacing="0"><tbody><tr><td width="200"><i>Specific past action</i><p>I ate lunch at noon today.<br />He drove to work yesterday.</p></td><td width="200"><i>Completed action</i><p>She finally mailed the letter.<br />Jan finished her report on time.</p></td><td><i>Past status</i><p>John was still single in 1995.<br />Jane was a movie star.</p></td></tr></tbody></table></ul><br />Note the usage of the past tense in the following story. <table cellpadding="0" cellspacing="0"><tbody><tr><td width="510"><p>Yesterday Mrs. Hubbard had a very rough day. In the morning, she went to the kitchen and looked in the cupboard for some food for her dog, but the cupboard was empty. Her poor dog stared up at her with its hungry eyes, and she knew she had to do something quickly. She hurried to the grocery store to buy some dog food, but unfortunately the store was out of her dog's favorite brand, so she had to catch a bus downtown. After buying the food, she waited for a half hour in the rain to get a taxi. When she finally got home, her dog was sound asleep on the living room sofa. </p></td></tr></tbody></table><b>Common problems with the past tense </b><p>1. Using the present tense when the <i><b>past tense</b></i> is required. </p><ul><table cellpadding="0" cellspacing="0"><tbody><tr><td width="275">Last week, Tonya fix her neighbor's car.<br />Last week, Tonya fixed her neighbor's car.</td><td>(Incorrect)<br />(Correct)</td></tr></tbody></table></ul>2. Using "was" with verbs in the <b><i>past tense</i></b>. <ul><table cellpadding="0" cellspacing="0"><tbody><tr><td width="275">It was happened one night in September.<br />It happened one night in September.</td><td>(Incorrect)<br />(Correct)</td></tr></tbody></table></ul><br /><b>Exercises</b> <p>Change the verbs in the following sentence into past tense. </p><p>1. Yesterday, I go to the restaurant with a client. </p><p>2. We drive around the parking lot for 20 minutes in order to find a parking space. </p><p>3. When we arrive at the restaurant, the place is full. </p><p>4. The waitress asks us if we have reservations. </p><p>5. I say, "No, my secretary forgets to make them." </p><p>6. The waitress tells us to come back in two hours. </p><p>7. My client and I slowly walk back to the car. </p><p>8. Then we see a small grocery store. </p><p>9. We stop in the grocery store and buy some sandwiches. </p><p>10. That is better than waiting for two hours. </p><p><br />Correct the mistakes in the following sentences: </p><p>1. Last night, Samantha have pizza for supper. </p><p>2. My pet lizard was died last month. </p><p>3. Yesterday I spend two hours cleaning my living room. </p><p>4. This morning before coming to class, Jack eats two bowls of cereal. </p><p>5. What was happened to your leg?<br /></p><p><br /></p><p class="explanation"><br /></p><p class="explanation">Put the verbs into the correct form (simple past).</p> <ol><li>Last year I <span class="question">(spend)</span> <input name="answer1" class="answer-text" style="width:10ex;" value="spent" type="text"> my holiday in Ireland. </li><li>It <span class="question">(be)</span> <input name="answer2" class="answer-text" style="width:10ex;" type="text"> great. </li><li>I <span class="question">(travel)</span> <input name="answer3" class="answer-text" style="width:14ex;" type="text"> around by car with two friends and we <span class="question">(visit)</span> <input name="answer4" class="answer-text" style="width:10ex;" type="text"> lots of interesting places. </li><li>In the evenings we usually <span class="question">(go)</span> <input name="answer5" class="answer-text" style="width:10ex;" type="text"> to a pub. </li><li>One night we even <span class="question">(learn)</span> <input name="answer6" class="answer-text" style="width:10ex;" type="text"> some Irish dances. </li><li>We <span class="question">(be)</span> <input name="answer7" class="answer-text" style="width:10ex;" type="text"> very lucky with the weather. </li><li>It <span class="question">(not / rain)</span> <input name="answer8" class="answer-text" style="width:12ex;" type="text"> a lot. </li><li>But we <span class="question">(see)</span> <input name="answer9" class="answer-text" style="width:10ex;" type="text"> some beautiful rainbows. </li><li>Where <span class="question">(spend / you)</span> <input name="answer10" class="answer-text" style="width:13ex;" type="text"> your last holiday? </li></ol>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-63258825033052511392011-06-01T04:02:00.001-07:002011-06-08T03:43:56.376-07:00Linkers: assunto do 7º ano<span style="font-size:7;"><div align="center"><span style="font-size:130%;"><span style="color:#cccc99;"><span style="color:#ff3333;"><span style="font-size:180%;">and:</span></span></span></span><span style="font-size:180%;"> links two ideas that are related, "I like tea and coffee"</span></div> <div align="center"><span style="font-size:180%;"> </span></div> <div align="center"><span style="font-size:180%;"> <span style="color:#ff9933;">but:</span> links a positive and a negative idea, "I like swimming, but I don't like dancing"</span></div> <div align="center"><span style="font-size:180%;"> </span></div> <div align="center"><span style="font-size:180%;"> <span style="color:#cc3399;">so: </span>gives a result, "I was very tired so I went to sleep"</span></div> <div align="center"><span style="font-size:180%;"> </span></div> <div align="center"><span style="font-size:180%;"> <span style="color:#66cccc;"> because: </span>gives a reason, "I went to the party because I wanted to see Peter"<br /></span><table id="table1" border="0" cellpadding="0" cellspacing="0" width="1000"><tbody><tr><td align="left" valign="top"><span style="BACKGROUND-;color:#ffcccc;" ><span style="font-size:7;"><div align="center">A Complete these sentences using: and, but, so, because.</div> <div align="center"> </div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#660033;">1. She wants to go to the cinema, </span><input size="3" name="/but/"><span style="font-size:6;color:#660033;"> I don't like that film.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#996666;">2. My wife plays tennis </span><input size="3" name="/and/"><span style="font-size:6;color:#996666;"> football.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#9966cc;">3. I can't sleep, </span><input size="2" name="/so/"><span style="font-size:6;color:#9966cc;"> I'm going to drink a glass of hot milk.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#ff6633;">4. She went to the disco, </span><input size="3" name="/but/"><span style="font-size:6;color:#ff6633;"> she didn't dance.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#ff6699;">5. I'm studying English </span><input size="7" name="/because/"><span style="font-size:6;color:#ff6699;"> I love languages.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#660033;">6. She danced a little </span><input size="3" name="/and/"><span style="font-size:6;color:#660033;"> talked to her friends.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#33cc66;">7. He doesn't play the guitar, </span><input size="3" name="/but/"><span style="font-size:6;color:#33cc66;"> he plays the drum.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#996666;">8. He is sad </span><input size="7" name="/because/"><span style="font-size:6;color:#996666;"> he saw an accident.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#660033;">9. She didn't invited me, </span><input size="2" name="/so/"><span style="font-size:6;color:#660033;"> I didn't go to her birthday party.</span></div> <div align="center"> </div> <div align="center"><span style="font-size:6;color:#ff0000;">10. She can draw well, </span><input size="3" name="/but/"><span style="font-size:6;color:#ff0000;"> she can't cook.</span></div> <div align="center"> </div></span></span></td> </tr> <tr> <td align="left" valign="top"> <p> </p> <p> </p> <p> </p> <p align="center"> </p><br /></td></tr></tbody></table><br /><span style="font-size:180%;"><span style="font-weight: bold; color: rgb(255, 0, 0);">Past Continuous<br />Exercise: http://www.ego4u.com/en/cram-up/grammar/past-progressive/exercises<br /><br /></span></span><h1>Exercise on Past Progressive</h1> <p class="explanation">Put the verbs into the correct form (past progressive).</p> <ol><li>When I phoned my friends, they <span class="question">(play)</span> <input name="answer1" class="answer-text" style="width:12ex;" value="were playing" type="text"> monopoly. </li><li>Yesterday at six I <span class="question">(prepare)</span> <input name="answer2" class="answer-text" style="width:13ex;" type="text"> dinner. </li><li>The kids <span class="question">(play)</span> <input name="answer3" class="answer-text" style="width:12ex;" type="text"> in the garden when it suddenly began to rain. </li><li>I <span class="question">(practise)</span> <input name="answer4" class="answer-text" style="width:14ex;" type="text"> the guitar when he came home. </li><li>We <span class="question">(not / cycle)</span> <input name="answer5" class="answer-text" style="width:16ex;" type="text"> all day. </li><li>While Aaron <span class="question">(work)</span> <input name="answer6" class="answer-text" style="width:14ex;" type="text"> in his room, his friends <span class="question">(swim)</span> <input name="answer7" class="answer-text" style="width:13ex;" type="text"> in the pool. </li><li>I tried to tell them the truth but they <span class="question">(listen / not)</span> <input name="answer8" class="answer-text" style="width:18ex;" type="text">. </li><li>What <span class="question">(you / do) </span> <input name="answer9" class="answer-text" style="width:14ex;" type="text"> yesterday? </li><li>Most of the time we <span class="question">(sit)</span> <input name="answer10" class="answer-text" style="width:12ex;" type="text"> in the park. </li></ol> <table class="exercise-submit"><tbody><tr><td class="submit"> <br /></td> <td> <label for="show01"><input name="show-result" value="0" checked="checked" id="show01" type="radio"> Mark wrong answers</label><br /> <label for="show02"><input name="show-result" value="1" id="show02" type="radio"> Replace wrong by correct answers</label><br /> <label for="show03"><input name="show-result" value="2" id="show03" type="radio"> Show all correct answers</label></td></tr></tbody></table><table bgcolor="#FFFFCC" cellpadding="1" cellspacing="4" width="100%"><tbody><tr><td>Put in the verbs in brackets into the gap and form <b>negative sentences</b>. You can use <b>long or short (contracted) forms</b> of the auxiliary.<br /><br />Example: Maggie _____________ volleyball. <b><i>(not/to play)</i></b><br /><br />Answer: Maggie <b><i>was not playing</i></b> volleyball. <span class="grau">or</span> Maggie <b><i>wasn't playing</i></b> volleyball.<br /><br /></td> </tr> <tr><td><br /></td></tr> <tr> <td> <table> <tbody><tr><td colspan="2">1) She <input class="ex_textfield" id="1" tabindex="1" name="solution1_1" value="" size="18" type="text"> a cheeseburger. <b><i>(not/to eat)</i></b></td></tr> <tr><td colspan="2">2) They <input class="ex_textfield" id="2" tabindex="2" name="solution2_1" value="" size="18" type="text"> pictures. <b><i>(not/to paint)</i></b></td></tr> <tr><td colspan="2">3) The teacher <input class="ex_textfield" id="3" tabindex="3" name="solution3_1" value="" size="18" type="text"> the window. <b><i>(not/to open)</i></b></td></tr> <tr><td colspan="2">4) Johnny <input class="ex_textfield" id="4" tabindex="4" name="solution4_1" value="" size="18" type="text"> his bike. <b><i>(not/to ride)</i></b></td></tr> <tr><td colspan="2">5) We <input class="ex_textfield" id="5" tabindex="5" name="solution5_1" value="" size="18" type="text"> on the computer. <b><i>(not/to work)</i></b></td></tr> <tr><td colspan="2">6) Doris <input class="ex_textfield" id="6" tabindex="6" name="solution6_1" value="" size="18" type="text"> the news on TV. <b><i>(not/to watch)</i></b></td></tr> <tr><td colspan="2">7) I <input class="ex_textfield" id="7" tabindex="7" name="solution7_1" value="" size="18" type="text"> the trumpet. <b><i>(not/to practise)</i></b></td></tr> <tr><td colspan="2">8) The friends <input class="ex_textfield" id="8" tabindex="8" name="solution8_1" value="" size="18" type="text"> songs. <b><i>(not/to sing)</i></b></td></tr> <tr><td colspan="2">9) Steve <input class="ex_textfield" id="9" tabindex="9" name="solution9_1" value="" size="18" type="text"> a cigarette. <b><i>(not/to smoke)</i></b></td></tr> <tr><td colspan="2">10) Sam and Liz <input class="ex_textfield" id="10" tabindex="10" name="solution10_1" value="" size="18" type="text"> at a poster. <b><i>(not/to look)</i></b></td></tr> </tbody></table> </td> </tr> <tr><td height="1"><hr /></td></tr> <tr> <td align="left"> <br /> </td></tr></tbody></table></div></span>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-10819267779202386502011-05-19T04:26:00.000-07:002011-05-19T04:34:19.761-07:00Casamento da professora Valeska<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU6fczoO93ruy3FQ2exhkXijhnlktk0hiJfschg79d3C0uuxXelzLhss3ijvm41aMBEOSkAynj_SPaX8qqR83cOTSNTW_d9Bm90OjAbltJ2SuAawex_ZZjyddLlneCkQ07WwJcxJ9PWro/s1600/OgAAAC4FWDqDKON5h5Frif0y4FQebOMAmtgGtXuVIZiHFY96_VeYz-4B5XB5nctOFpVXq62ey7xTY-zk1CrdRmTllBwAm1T1UDgtARo4zi9cn4Iyft9K3LPVFIYT.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU6fczoO93ruy3FQ2exhkXijhnlktk0hiJfschg79d3C0uuxXelzLhss3ijvm41aMBEOSkAynj_SPaX8qqR83cOTSNTW_d9Bm90OjAbltJ2SuAawex_ZZjyddLlneCkQ07WwJcxJ9PWro/s320/OgAAAC4FWDqDKON5h5Frif0y4FQebOMAmtgGtXuVIZiHFY96_VeYz-4B5XB5nctOFpVXq62ey7xTY-zk1CrdRmTllBwAm1T1UDgtARo4zi9cn4Iyft9K3LPVFIYT.jpg" alt="" id="BLOGGER_PHOTO_ID_5608388850272201906" border="0" /></a><br />A melhor equipe de trabalho sem sombra de dúvidas, é essa da foto!<br />Casamento da Prof. Valeska foi simplesmente muito bonito e muito divertido!<br />Felicidades mil para ela!!!!Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-14067750100895461002011-05-19T04:19:00.000-07:002011-05-19T04:26:23.949-07:00You are The Singer<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.fotosgratis.fot.br/img/musica/foto-musica-Fotos-Gratis---trendy-singer-866290.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 341px; height: 512px;" src="http://www.fotosgratis.fot.br/img/musica/foto-musica-Fotos-Gratis---trendy-singer-866290.jpg" alt="" border="0" /></a><br />Foi lançado oficialmente o meu projeto YOU ARE THE SINGER semana passada. O projeto consiste em despertar em vocês alunos, a vontade de falar as palavras em inglês mais corretamente através da música!<br />As músicas selecionadas foram:<br />Hold It Against Me- Britney Spears<br /><iframe src="http://www.youtube.com/embed/-Edv8Onsrgg" allowfullscreen="" frameborder="0" height="390" width="640"></iframe><br />White Flag- Dido<br /><iframe src="http://www.youtube.com/embed/j-fWDrZSiZs" allowfullscreen="" frameborder="0" height="390" width="640"></iframe><br />You lost Me- Christina Aguilera<br /><iframe src="http://www.youtube.com/embed/WOKI_tIBWVI" allowfullscreen="" frameborder="0" height="390" width="640"></iframe><br />My Immortal- Evanescence<br /><iframe src="http://www.youtube.com/embed/5anLPw0Efmo" allowfullscreen="" frameborder="0" height="390" width="640"></iframe><br /><br />Como falei todas as músicas selecionadas estão de acordo com os conteúdos gramaticais que estamos estudando.<br />Vamos esperar a data de entrega para conferir todos cantando!<br /><br />See u around ;]Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-43277873182608070422011-04-23T06:07:00.000-07:002011-05-19T04:19:05.171-07:00Cultura Egípcia e Embalsamento<h1 id="firstHeading" class="firstHeading">Cultura do Egito</h1> <div id="siteSub">Origem: Wikipédia, a enciclopédia livre.</div> <div class="thumb tright"> <div class="thumbinner" style="width:202px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Tutanchamun_Maske.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/38/Tutanchamun_Maske.jpg/200px-Tutanchamun_Maske.jpg" class="thumbimage" height="282" width="200"></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Tutanchamun_Maske.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15"></a></div> Tutankhamon</div> </div> </div> <p>A <b>Cultura do Egito</b> envolve muitas nuances, de acordo com cada período <a href="http://pt.wikipedia.org/wiki/Hist%C3%B3ria" title="História">histórico</a> do <a href="http://pt.wikipedia.org/wiki/Pa%C3%ADs">país</a>.</p> <p>É impossível falar da cultura do <a href="http://pt.wikipedia.org/wiki/Egipto" title="Egipto" class="mw-redirect">Egito</a> sem antes pagar um justo tributo a um fator natural que foi preponderante para o desenvolvimento da civilização egípcia em uma estreita faixa de <a href="http://pt.wikipedia.org/wiki/Terra" title="Terra">terras</a> cercadas por <a href="http://pt.wikipedia.org/wiki/Deserto" title="Deserto">desertos</a>: a <a href="http://pt.wikipedia.org/wiki/%C3%81gua" title="Água">água</a>.</p> <p>O Rio nilo é a base de tudo. O rio nasce no coração da África, atravessa o deserto e deságua no <a href="http://pt.wikipedia.org/wiki/Mar_Mediterr%C3%A2neo">Mar Mediterrâneo</a>. Era o Nilo que fornecia a água necessária à sobrevivência e ao plantio no Egito. No período das cheias, as águas do rio Nilo transbordavam o leito normal e inundavam as margens, depositando ali uma camada riquíssima de <a href="http://pt.wikipedia.org/wiki/H%C3%BAmus">húmus</a>, aproveitada com sabedoria pelos egípcios para o cultivo tão logo o período de <a href="http://pt.wikipedia.org/wiki/Enchente" title="Enchente">enchentes</a> passava.</p> <p>A arte egípcia refere-se à arte desenvolvida e aplicada pela civilização do antigo Egipto na beira do vale do rio Nilo no Norte de África. Esta manifestação artística teve a sua supremacia na região durante um longo período de tempo, estendendo-se aproximadamente pelos últimos 3.000 anos antes de Cristo e demarcando diferentes épocas que auxiliam na clarificação das diferentes variedades estilísticas adoptadas: Período Arcaico, <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_Antigo">Império Antigo</a>, <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_M%C3%A9dio">Império Médio</a>, <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_Novo">Império Novo</a>, <a href="http://pt.wikipedia.org/wiki/%C3%89poca_Baixa">Época Baixa</a>, Período ptolemaico e vários períodos intermédios, mais ou menos curtos, que separam as grandes épocas, e que se denotam pela turbulência e obscuridade, tanto social e política como artística. Suas crenças eram tão grandes que eram capazes de <a href="http://pt.wikipedia.org/w/index.php?title=Mumificar&action=edit&redlink=1" class="new" title="Mumificar (página não existe)">mumificar</a> seus <a href="http://pt.wikipedia.org/wiki/Deuses" class="mw-redirect" title="Deuses">deuses</a>. O <a href="http://pt.wikipedia.org/w/index.php?title=Processo_de_mumifica%C3%A7%C3%A3o&action=edit&redlink=1" class="new" title="Processo de mumificação (página não existe)">processo de mumificação</a> era tão complexo, que hoje em dia, por serem tão difíceis, poucos egípcios sabem como mumificar alguém</p> <p>Na República Árabe do Egito <a href="http://pt.wikipedia.org/wiki/Egito">Egito</a> destaca-se, principalmente a questão de serem politeístas, ou seja, acreditavam em vários deuses.</p><h2><span class="mw-headline" id="Progressos">Progressos</span></h2> <p>Os egípcios obtiveram notáveis <a href="http://pt.wikipedia.org/wiki/Progresso" title="Progresso">progressos</a> nas <a href="http://pt.wikipedia.org/wiki/Arte" title="Arte">artes</a>, nos ofícios e em algumas <a href="http://pt.wikipedia.org/wiki/Ci%C3%AAncia" title="Ciência">ciências</a>. Confeccionaram habilmente instrumentos, <a href="http://pt.wikipedia.org/wiki/Arma" title="Arma">armas</a> e ornamentos em <a href="http://pt.wikipedia.org/wiki/Pedra" class="mw-redirect" title="Pedra">pedra</a>, <a href="http://pt.wikipedia.org/wiki/Cobre">cobre</a> e <a href="http://pt.wikipedia.org/wiki/Ouro">ouro</a>. Com o <a href="http://pt.wikipedia.org/wiki/Papiro">papiro</a>, criaram uma escrita própria, cujos signos eram conhecidos como <a href="http://pt.wikipedia.org/wiki/Hier%C3%B3glifo" title="Hieróglifo">hieróglifos</a>.</p> <p>Desenvolveram um sistema eficiente de <a href="http://pt.wikipedia.org/wiki/Irriga%C3%A7%C3%A3o">irrigação</a>, sanearam terras <a href="http://pt.wikipedia.org/wiki/P%C3%A2ntano" title="Pântano">pantanosas</a>, construíram <a href="http://pt.wikipedia.org/wiki/Dique" title="Dique">diques</a>, produziram <a href="http://pt.wikipedia.org/wiki/Tecido" title="Tecido">tecidos</a> de <a href="http://pt.wikipedia.org/wiki/Linho">linho</a> de qualidade superior a todos os países e reinados da época. Seu sistema de <a href="http://pt.wikipedia.org/wiki/Lei" title="Lei">leis</a> era baseado nos costumes, cercado de grande prestígio que mais tarde se impôs ao próprio <a href="http://pt.wikipedia.org/wiki/Fara%C3%B3">faraó</a>.</p> <p>Os egípcios inventaram ainda o primeiro <a href="http://pt.wikipedia.org/wiki/Calend%C3%A1rio">calendário</a> solar da história da humanidade. Ao que tudo indica, basearam o calendário no reaparecimento anual da estrela <a href="http://pt.wikipedia.org/wiki/S%C3%ADrius">Sírius</a>, com a divisão do ano em 12 meses e cada mês subdividido em trinta dias cada. Adicionavam cinco dias de festa ao final de cada ano.</p> <p>No Egito predominava o <a href="http://pt.wikipedia.org/wiki/Turismo">turismo</a>, a <a href="http://pt.wikipedia.org/wiki/Prostitui%C3%A7%C3%A3o">prostituição</a> e o <a href="http://pt.wikipedia.org/wiki/Tr%C3%A1fico_de_drogas" class="mw-redirect" title="Tráfico de drogas">tráfico de drogas</a>.</p> <h2><span class="mw-headline" id="Arte">Arte</span></h2> <p>A <b>arte egípcia</b> refere-se à <a href="http://pt.wikipedia.org/wiki/Arte">arte</a> desenvolvida e aplicada pela civilização do <a href="http://pt.wikipedia.org/wiki/Hist%C3%B3ria_do_Egipto" title="História do Egipto" class="mw-redirect">antigo Egipto</a> localizada no vale do <a href="http://pt.wikipedia.org/wiki/Rio_Nilo">rio Nilo</a> no <a href="http://pt.wikipedia.org/wiki/Norte">Norte</a> da <a href="http://pt.wikipedia.org/wiki/%C3%81frica">África</a>. Esta manifestação artística teve a sua supremacia na região durante um longo período de tempo, estendendo-se aproximadamente pelos últimos 3000 anos antes de <a href="http://pt.wikipedia.org/wiki/Cristo">Cristo</a> e demarcando diferentes <a href="http://pt.wikipedia.org/wiki/Lista_de_fara%C3%B3s" title="Lista de faraós" class="mw-redirect">épocas</a> que auxiliam na clarificação das diferentes variedades estilísticas adoptadas: <a href="http://pt.wikipedia.org/wiki/Per%C3%ADodo_arcaico_do_Egito" title="Período arcaico do Egito" class="mw-redirect">Período Arcaico</a>, <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_Antigo_do_Egito" title="Império Antigo do Egito" class="mw-redirect">Império Antigo</a>, <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_M%C3%A9dio">Império Médio</a>, <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_Novo_do_Egito" title="Império Novo do Egito" class="mw-redirect">Império Novo</a>, <a href="http://pt.wikipedia.org/wiki/%C3%89poca_Baixa">Época Baixa</a>, <a href="http://pt.wikipedia.org/w/index.php?title=Egipto_ptomaico&action=edit&redlink=1" class="new" title="Egipto ptomaico (página não existe)">Período ptolemaico</a> e vários períodos intermédios, mais ou menos curtos, que separam as grandes épocas, e que se denotam pela turbulência e obscuridade, tanto <a href="http://pt.wikipedia.org/wiki/Social" class="mw-redirect" title="Social">social</a> e <a href="http://pt.wikipedia.org/wiki/Pol%C3%ADtica">política</a> como artística. Mas embora sejam reais estes diferentes momentos da história, a verdade é que incutem somente pequenas nuances na manifestação artística que, de um modo geral, segue sempre uma vincada continuidade e homogeneidade.</p> <p>O tempo e os acontecimentos históricos encarregaram-se de ir eliminando os vestígios desta <a href="http://pt.wikipedia.org/wiki/Arte_antiga" title="Arte antiga" class="mw-redirect">arte ancestral</a>, mas, mesmo assim, foi possível redescobrir algo do seu legado no <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XIX">século XIX</a>, em que escavações sistemáticas trouxeram à luz obras capazes de fascinar investigadores, coleccionadores e mesmo o olhar amador. A partir do momento em que se decifram os <a href="http://pt.wikipedia.org/wiki/Hier%C3%B3glifo" title="Hieróglifo">hieróglifos</a> na <a href="http://pt.wikipedia.org/wiki/Pedra_de_Roseta">Pedra de Roseta</a> é possível dar passos seguros a caminho da compreensão da <a href="http://pt.wikipedia.org/wiki/Cultura">cultura</a>, <a href="http://pt.wikipedia.org/wiki/Hist%C3%B3ria">história</a>, mentalidade, modo de vida e naturalmente da motivação artística dos antigos egípcios.</p> <h2><span class="mw-headline" id="Mitologia">Mitologia</span></h2> <p><b>Mitologia egípcia</b> ou, em sentido lato, <b>religião egípcia</b> refere-se às divindades, mitos e práticas cultuais dos habitantes do <a href="http://pt.wikipedia.org/wiki/Antigo_Egipto" class="mw-redirect" title="Antigo Egipto">Antigo Egipto</a>. Não existiu propriamente uma "<a href="http://pt.wikipedia.org/wiki/Religi%C3%A3o">religião</a>" egípcia, pois as crenças - frequentemente diferentes de região para região - não era a parte mais importante, mas sim o culto aos <a href="http://pt.wikipedia.org/wiki/Deuses" class="mw-redirect" title="Deuses">deuses</a>, que eram considerados os donos legítimos do solo do Egipto, terra que tinham governado no passado distante.</p> <h2><span class="mw-headline" id="Religi.C3.A3o">Religião</span></h2> <div class="thumb tright"> <div class="thumbinner" style="width:252px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Cairo_mosques.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/2/21/Cairo_mosques.jpg/250px-Cairo_mosques.jpg" class="thumbimage" height="171" width="250"></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Cairo_mosques.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15"></a></div> <font size="1">Uma das numerosas <a href="http://pt.wikipedia.org/wiki/Mesquita" title="Mesquita">mesquitas</a> egípcias.</font></div> </div> </div> <p>Segundo dados oficiais, 90% dos egípcios são <a href="http://pt.wikipedia.org/wiki/Isl%C3%A3o" title="Islão">muçulmanos</a> <a href="http://pt.wikipedia.org/wiki/Sunitas" class="mw-redirect" title="Sunitas">sunitas</a>, 8% são <a href="http://pt.wikipedia.org/wiki/Cristianismo" title="Cristianismo">cristãos</a>, e menos de 1% muçulmanos <a href="http://pt.wikipedia.org/wiki/Xiitas" class="mw-redirect" title="Xiitas">xiitas</a>.<span style="color:gray"></span><sup><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><span title="Esta afirmação precisa de uma referência para confirmá-la desde abril de 2009."><span style="color:gray"></span></span></a><span style="color:gray"></span></sup></p> <p>A população cristã egípcia habita sobretudo no sul do país e nas cidades do <a href="http://pt.wikipedia.org/wiki/Cairo">Cairo</a> e de <a href="http://pt.wikipedia.org/wiki/Alexandria">Alexandria</a>. A maioria destes cristãos pertencem à <a href="http://pt.wikipedia.org/wiki/Igreja_Ortodoxa_Copta">Igreja Ortodoxa Copta</a>. Outras comunidades cristãs presentes no país são a arménia apostólica, a <a href="http://pt.wikipedia.org/wiki/Cat%C3%B3lica" class="mw-redirect" title="Católica">católica</a>, a grega ortodoxa e a síria ortodoxa. Os protestantes incluem dezesseis denominações. As <a href="http://pt.wikipedia.org/wiki/Testemunhas_de_Jeov%C3%A1">Testemunhas de Jeová</a> e a <a href="http://pt.wikipedia.org/wiki/Igreja_de_Jesus_Cristo_dos_Santos_dos_%C3%9Altimos_Dias" class="mw-redirect" title="Igreja de Jesus Cristo dos Santos dos Últimos Dias">Igreja de Jesus Cristo dos Santos dos Últimos Dias</a>, embora presentes no território, não são reconhecidas pelo estado.</p><h2><span class="mw-headline" id="O_culto_dos_mortos">O culto dos mortos</span></h2> <p>Nos primeiros tempos da história egípcia a possibilidade de uma vida depois da morte estava reservada ao faraó, tendo a partir da V dinastia se verificado uma democratização desta concepção, que passou a abranger toda a população.</p> <p>Contudo, para permitir o acesso e a continuação nessa vida, era necessário que o corpo estivesse preservado, o que explica o recuso à mumificação.</p> <h3><span class="editsection"></span><span class="mw-headline" id="A_mumifica.C3.A7.C3.A3o">A mumificação</span></h3> <div class="thumb tright"> <div class="thumbinner" style="width:222px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Egypt_balsameringsguden_anu.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/5b/Egypt_balsameringsguden_anu.jpg/220px-Egypt_balsameringsguden_anu.jpg" class="thumbimage" height="142" width="220"></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Egypt_balsameringsguden_anu.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15"></a></div> <font size="1"><a href="http://pt.wikipedia.org/wiki/An%C3%BAbis">Anúbis</a> preparando um corpo</font></div> </div> </div> <p>Nos primeiros tempos os Egípcios praticaram uma mumificação "natural": os cadáveres era envoltos em peles de animais e enterrados no deserto, onde a secura os conservava.</p> <p>Progressivamente desenvolveram uma mumificação artificial que atingiu a perfeição no <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_Novo_do_Egipto" title="Império Novo do Egipto" class="mw-redirect">Império Novo</a>.</p> <p>Os trabalhos de embalsamento era realizados na margem ocidental do Nilo, longe das habitações, em tendas e depois em salas conhecidas como "Belas Casas" ou "Casas da Purificação".</p> <p>Os trabalhos eram vigiados por sacerdotes que usavam máscaras que reproduziam a cabeça de <a href="http://pt.wikipedia.org/wiki/An%C3%BAbis">Anúbis</a>, deus dos mortos.</p> <p>Depois de velado pelo falecido, a família encontrava-se com os embalsamadores que mostravam os vários tipos de mumificação. Uma vez escolhido o modelo, conforme as possibilidades económicas da família, os profissionais começavam o trabalho.</p> <p>Conhece-se hoje o processo de embalsamento graças ao relato de Heródoto, já que os Egípcios não deixaram qualquer tipo de descrição sobre esta técnica. No essencial a ciência moderna confirmou o relato.</p> <p>Segundo o historiador grego a técnica mais nobre que pretendia reproduzir o embalsamento que tinha sido feito sobre Osíris, começava com a extracção do cérebro pelas narinas, com a ajuda de um gancho de ferro. Com uma faca de pedra da Etiópia fazia-se um corte na ilharga, por onde se retiravam os <a href="http://pt.wikipedia.org/wiki/Intestino" title="Intestino">intestinos</a>. A cavidade abdominal era limpa e lavada com vinho de palma e com substâncias aromáticas. O ventre era enchido com uma mistura de <a href="http://pt.wikipedia.org/wiki/Mirra">mirra</a> e <a href="http://pt.wikipedia.org/wiki/Canela">canela</a>, sendo cozido. O cadáver era depois mergulhado num banho de natrão (silicato de soda e <a href="http://pt.wikipedia.org/wiki/Alum%C3%ADnio">alumínio</a>), onde permanecia durante setenta dias; a partir do Império Médio sabe-se que os profissionais recorreram ao pó de natrão, que se achava num vale desértico. Terminado este período, o corpo era lavado e envolto em faixas de pano revestidas com resinas. Começava-se pelos dedos das mãos e dos pés, seguindo-se o envolvimento das extremidades, do tronco e da cabeça. Fazia depois um envolvimento geral de cima para baixo e outro de baixo para cima. Durante todo este processo eram recitadas fórmulas mágicas e colocados amuletos entre as faixas, como o <a href="http://pt.wikipedia.org/wiki/Olho_de_H%C3%B3rus">Olho de Hórus</a> e o "nó de Ísis". O corpo era então entregue aos familiares, que o colocavam num caixão que com a forma do corpo humano.</p> <p>Outra técnica de embalsamento não retirava os órgãos internos, limitando-se a injectar pela boca óleo de cedro, tapando-se a boca. O corpo era depois colocado no banho de natrão, onde permanecia também setenta dias. Terminado este período, retirava-se do banho e deixava-se sair o óleo, dissolvendo as vísceras. A terceira técnica injectava um purgante que limpava os intestinos e colocava o corpo no banho de natrão. Os mais pobres limitavam-se a enterrar os seus embrulhando os corpos nas peles dos animais e enterrando-os nas areias.</p> <p>Os órgãos que tinha sido retirados do corpo (intestino, fígado, estômago e pulmões) eram mumificados à parte e colocados cada um em vasos especiais, denominados hoje em dia como <a href="http://pt.wikipedia.org/wiki/Vaso_canopo" title="Vaso canopo" class="mw-redirect">canopos</a>.</p> <h3><span class="editsection"></span><span class="mw-headline" id="O_funeral">O funeral</span></h3> <div class="thumb tright"> <div class="thumbinner" style="width:152px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Maler_der_Grabkammer_des_Ramose_001.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/89/Maler_der_Grabkammer_des_Ramose_001.jpg/150px-Maler_der_Grabkammer_des_Ramose_001.jpg" class="thumbimage" height="140" width="150"></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Maler_der_Grabkammer_des_Ramose_001.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15"></a></div> <font size="1">Um grupo de carpideiras. Túmulo de Ramosé, XVIII Dinastia</font></div> </div> </div> <p>Uma vez terminado o processo de embalsamento a família era notificada para o início do funeral. O cortejo fúnebre começava colocando-se o caixão com a múmia num carro puxado por <a href="http://pt.wikipedia.org/wiki/Boi" title="Boi" class="mw-redirect">bois</a>, acompanhado por familiares, amigos, sacerdotes e carpideiras contratadas para o efeito, que usavam roupas desalinhadas e arrancavam os cabelos. Os escravos levavam roupas, jóias, cosméticos e móveis que o defunto utilizaria na sua nova habitação. Levavam também os <a href="http://pt.wikipedia.org/wiki/Vaso_canopo" title="Vaso canopo" class="mw-redirect">vasos canopos</a> e uma caixa que continha <a href="http://pt.wikipedia.org/wiki/Chauabti" title="Chauabti" class="mw-redirect">chauabtis</a>, umas figurinhas mágicas que serviriam o morto no Além. A múmia era transportada num barco para a margem ocidental do Nilo, local onde se encontravam os túmulos (o ocidente estava associado à morte no pensamento egípcio, devido a ser o lado onde se põe o sol).</p> <p>Frente ao túmulo a múmia era erguida e os sacerdotes procediam à "<a href="http://pt.wikipedia.org/wiki/Abertura_da_boca" title="Abertura da boca">cerimónia da abertura da boca</a>" graças à qual se acreditava poder devolver ao defunto a sua capacidade de comer, beber e falar. A múmia era depois colocada no caixão e no <a href="http://pt.wikipedia.org/wiki/Sarc%C3%B3fago">sarcófago</a> e na câmara funerária. Os objectos que tinham sido trazidos eram colocados no túmulo para que o defunto pudesse fazer uso deles quando entendesse. O túmulo era depois selado e no exterior decorria um banquete. Deve ser salientado que esta descrição refere-se às classes mais economicamente favorecidas; os pobres tentavam imitar estas cerimónias.</p> <h3><span class="editsection"></span><span class="mw-headline" id="Os_t.C3.BAmulos">Os túmulos</span></h3> <div class="thumb tleft"> <div class="thumbinner" style="width:222px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Louvre-antiquites-egyptiennes-p1020371.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/b/bc/Louvre-antiquites-egyptiennes-p1020371.jpg/220px-Louvre-antiquites-egyptiennes-p1020371.jpg" class="thumbimage" height="165" width="220"></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Louvre-antiquites-egyptiennes-p1020371.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15"></a></div> <font size="1">Estela da falsa porta do escriba Mery, IV Dinastia. Museu do Louvre.</font></div> </div> </div> <p>Os túmulos eram para os Egípcios o ponto de encontro entre o mundo dos vivos e o dos mortos. Para estes últimos passaria também a ser a sua nova e eterna morada. Por esta razão, a construção do túmulo começava ainda durante a vida da pessoa.</p> <p>As <a href="http://pt.wikipedia.org/wiki/Mastaba" title="Mastaba">mastabas</a>, utilizadas como túmulos por reis e por nobres, são o primeiro tipo de construção funerária do Antigo Egipto a salientar. Eram compostas por uma parte subterrânea, onde estava a câmara funerária com o defunto, à qual se acedia por um poço. A parte exterior apresentava uma forma retangular, com paredes em <a href="http://pt.wikipedia.org/wiki/Adobe">adobe</a> ligeiramente inclinadas, onde existia uma capela.</p> <p>As <a href="http://pt.wikipedia.org/wiki/Pir%C3%A2mide" title="Pirâmide">pirâmides</a> tiveram a sua máxima expressão como túmulo real durante o Império Antigo. A primeira pirâmide conhecida é a pirâmide de degraus do rei <a href="http://pt.wikipedia.org/wiki/Djoser">Djoser</a>. Foi na época da IV Dinastia que se construiram as três famosas pirâmides de Guiza (ou Gizé, segundo o <a href="http://pt.wikipedia.org/wiki/Galicismo">galicismo</a> popularizado na <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_portuguesa">língua portuguesa</a>). Os reis do <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_Novo_do_Egipto" title="Império Novo do Egipto" class="mw-redirect">Império Novo</a> abandonaram o hábito de construir pirâmides, optando por mandar escavar os seus túmulos nas montanhas do <a href="http://pt.wikipedia.org/wiki/Vale_dos_Reis">Vale dos Reis</a> (hipogeus).</p> <p>Os particulares que tinham posses recorreram também às mastabas e aos hipogeus.</p> <p>Na parede da capela funerária dos túmulos encontrava-se a chamada "estela da falsa porta" que era uma imitação em pedra, madeira ou em pintura de uma porta. Acreditava-se que esta porta permitia ao ba do falecido aceder aos alimentos e bebidas que tinham sido colocados na mesa de oferendas que existia na capela e levá-los ao ka. O ba não levava fisicamente os alimentos, mas sim a essência destes. Os filhos do falecido, responsáveis por abastecer regularmente esta mesa. Para garantir que o ba não ficasse sem alimentos, pintavam-se nas paredes as mesas de oferendas com os alimentos ou escreviam-se em hieróglifos as oferendas. Bastava nestes casos o defunto ler o nome das oferendas para poder desfrutar delas.</p> <h3><span class="editsection"></span><span class="mw-headline" id="O_julgamento_dos_mortos">O julgamento dos mortos</span></h3> <div class="thumb tright"> <div class="thumbinner" style="width:212px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Egyptbookdead3.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/f/f5/Egyptbookdead3.jpg/210px-Egyptbookdead3.jpg" class="thumbimage" height="157" width="210"></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Egyptbookdead3.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15"></a></div> <font size="1">Pesagem das almas no <a href="http://pt.wikipedia.org/wiki/Livro_dos_Mortos">Livro dos Mortos</a>. O coração é pesado contra a pluma da verdade, enquanto o monstro <a href="http://pt.wikipedia.org/wiki/Ammut" class="mw-redirect" title="Ammut">Ammut</a> espera para devorar o coração se necessário.</font></div> </div> </div> <div class="thumb tright"> <div class="thumbinner" style="width:212px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Egypt_dauingevekten.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/7/75/Egypt_dauingevekten.jpg/210px-Egypt_dauingevekten.jpg" class="thumbimage" height="123" width="210"></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Egypt_dauingevekten.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15"></a></div> <font size="1">Pormenor de uma pesagem das almas</font></div> </div> </div> <p>O morto chegaria a uma grande sala de justiça, onde para além de Deus <a href="http://pt.wikipedia.org/wiki/Os%C3%ADris">Osíris</a>, estavam quarenta e dois juízes com cabeça de animal e uma faca na mão. O morto fazia então a chamada "confissão negativa" através da qual proclamava não ter roubado, matado, cometido adultério, etc. O seu coração era colocado sobre uma balança e pesado contra uma pena, o símbolo de Maet. Se tivesse o mesmo peso era considerado inocente; em caso contrário seria lançado a <a href="http://pt.wikipedia.org/wiki/Ammut" class="mw-redirect" title="Ammut">Ammut</a>, um monstro que era parte <a href="http://pt.wikipedia.org/wiki/Le%C3%A3o">leão</a>, parte <a href="http://pt.wikipedia.org/wiki/Hipop%C3%B3tamo" class="mw-redirect" title="Hipopótamo">hipopótamo</a> e parte <a href="http://pt.wikipedia.org/wiki/Crocodilo">crocodilo</a>, que devorava o coração. A alma justa entrava num local idílico; para os habitantes do Delta esse local eram os Campos Elíseos (<i>Sekhet-hetepet</i>), onde a Primavera era eterna. Os mortos teriam uma vida agradável, desempenhando a mesma função que tinham na terra.</p><p><img src="data:image/png;base64,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" alt=""></p><table style="width: 1px; height: 2px;" align="center" border="1" cellpadding="2" cellspacing="0"><caption><br /></caption><tbody><tr><th style="background:#efefef;"><br /></th><th style="background:#efefef;"><br /></th><th style="background:#efefef;"><br /></th><th style="background:#efefef;"><br /></th></tr><tr><td><br /></td><td><br /></td><td><br /></td></tr></tbody></table>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-42370987284706781922011-04-23T06:04:00.001-07:002011-05-19T04:18:46.242-07:00Wear x Use<p style="text-align: justify;">Nem sempre a palavra “USE” é a melhor alternativa para vertermos o verbo “usar” para a língua inglesa. Você já deve saber que, com peças do vestuário, a opção ideal é “WEAR”. Não se esqueça de que “WEAR” também é a opção recomendada para outras coisas, a saber, “HELMET” (<a href="http://www.teclasap.com.br/blog/2009/01/20/como-se-diz-capacete-em-ingles/">capacete</a>), “CONTACT <a href="http://www.teclasap.com.br/blog/2007/07/04/gramatica-lente/">LENSES</a>” (lentes de contato), “GLASSES” (óculos), “PERFUME” (perfume), “MASK” (máscara), “CONDOM” (<a href="http://www.teclasap.com.br/blog/2007/01/25/falsos-cognatos-preservative/">preservativo</a>), “SEAT BELT” (cinto de <a href="http://www.teclasap.com.br/blog/2005/05/06/falsas-gemeas-safety-x-security/">segurança</a>), “WIG” (peruca), “HEARING AID” (aparelho para surdez), “NECKLACE” (<a href="http://www.teclasap.com.br/blog/2008/11/12/falsos-cognatos-collar/">colar</a>) etc.</p> <p style="text-align: justify;"><img class="size-full wp-image-15138 alignright" style="margin-left: 20px; margin-right: 20px;" title="perfume" src="http://www.teclasap.com.br/blog/wp-content/uploads/2009/10/perfume.jpg" alt="perfume" height="116" width="120" /><em></em><a href="http://www.teclasap.com.br/blog/2007/04/13/ortografia-utensilio-ware-x-wear/"></a></p><br /><span class="num1"><b>1 </b></span> Quando se pretende dizer <i>vestir, usar</i> ou <i>calçar</i> algo (isto é, <i>ter alguma coisa no nosso corpo</i>), utilize o verbo <span class="brow2"><i>wear</i></span> em vez de <span class="brow2"><i>use</i></span>.<br /><br /><br /><span class="num1"><b> 2 </b></span> <span class="brow2"><b>USE</b></span> significa usar, fazer uso de, utilizar, ou empregar:<ul><li><span class="brow2">Can I <b>use</b> this pen?</span><br />Posso usar esta caneta?<br /></li><li><span class="brow2">Why don't you <b>use</b> this knife to cut the meat?</span><br />Porque é que não usas esta faca para cortar a carne?<br /></li><li><span class="brow2">This computer <b>uses</b> a lot of memory.</span><br />Este computador utiliza muita memória.<br /></li><li><span class="brow2">When is this word <b>used</b>?</span><br />Quando é que se emprega esta palavra?<br /></li></ul> <span class="num1"><b> 3 </b></span> <span class="brow2"><b>WEAR</b></span> significa vestir, usar, ou calçar:<ul><li><span class="brow2">He usually <b>wears</b> shorts.</span><br />Ele normalmente veste calções.<br /></li><li><span class="brow2">He <b>wears</b> boots in winter.</span><br />Ele calça botas no Inverno.<br /></li><li><span class="brow2">She usually <b>wears</b> sunglasses in summer.</span><br />Ela normalmente usa óculos de sol no Verão.<br /></li><li><span class="brow2">She loves <b>wearing</b> rings.</span><br />Ela adora usar anéis.<br /></li><li><span class="brow2">He never <b>wears</b> a watch.</span><br />He nunca usa o relógio de pulso.<br /></li><li><span class="brow2">When I drive, I always <b>wear</b> a seat belt.</span><br />Quando conduzo, uso sempre o cinto de segurança.</li></ul>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-49822852195247197092011-04-14T18:20:00.000-07:002011-04-14T18:23:23.378-07:00Recuperação 8º ano C<span style="font-weight: bold;">Segue a lista dos alunos que farão prova na próxima aula:<br />8º ano C: <span style="color: rgb(204, 102, 204);">nº- 11, 12</span><br /></span>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com1tag:blogger.com,1999:blog-8300567770289712897.post-669324930485678092011-04-14T18:15:00.000-07:002011-04-14T18:20:30.364-07:00Recuperação 7º ano<span style="font-weight: bold;">Aqui vai a relação dos alunos que farão prova nas proximas aulas:<br />7º A: <span style="color: rgb(204, 102, 204);">nº- 01, 03, 04, 09, 10, 15, 18, 19, 21, 23, 25, 29, 32<br /><span style="color: rgb(255, 255, 255);">7º B: <span style="color: rgb(204, 102, 204);">nº- 01, 08, 10, 11, 13, 25, 30,31<br /><span style="color: rgb(255, 255, 255);">7º C: <span style="color: rgb(204, 102, 204);">nº- 02, 08, 12, 13, 15, 16, 18, 20, 25, 32</span></span><br /></span></span></span></span>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-87699290501252796672011-04-14T14:18:00.000-07:002011-04-14T14:52:08.195-07:00Recuperação 6º ano<span style="font-weight: bold;">Abaixo segue a lista de alunos que precisam estudar mais um pouco para atingir a média!<br />6º ano A: <span style="color: rgb(204, 102, 204);">nº- 01, 02, 05, 07, 09, 10, 11, 12, 15, 17, 28, 30<br /><span style="color: rgb(255, 255, 255);">6º ano B:</span> nº- 03, 04, 07, 08,09,13, 14, 15, 17, 18, 19, 21, 22, 24, 27, 28<br /><span style="color: rgb(0, 0, 0);"><span style="color: rgb(255, 255, 255);">6º ano C</span>:</span> nº- 01, 06, 07, 08, 10, 11, 12, 13, 14, 22, 28, 29, 32, 34<br /></span></span>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-68524919221971056902011-04-12T13:58:00.000-07:002011-04-12T14:17:21.940-07:00Clipe que estou gostando muito de ver!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.x-britney.com/noticias/admin/wp-content/uploads/2011/04/femmefatalenovorecordebillboard.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 380px; height: 220px;" src="http://www.x-britney.com/noticias/admin/wp-content/uploads/2011/04/femmefatalenovorecordebillboard.jpg" alt="" border="0" /></a><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.x-britney.com/gallery/musicvideos/034_tilltheworldends/hqcaptures/055.jpg">Nessa semana Britney Spears tornou-se a <u>primeira cantora solo na história</u> da <strong>Billboard</strong> a ter seis títulos no topo do chart de álbuns Pop, antes de seus 30 anos. Antes dela, <strong>Mariah Carey</strong> era a cantora mais </a><a href="http://www.x-britney.com/noticias/femme-fatale/britney-conquista-um-novo-recorde-na-billboard-com-femme-fatale/#" style="cursor: hand; color:#FF0099; text-decoration:underline; border-bottom:dotted 1px;">jovem</a> a conseguir o êxito, com seis álbuns em primeiro lugar, mas ela tinha 38 anos quando conseguiu levar seu sexto CD ao topo, <em>E=MC2</em> (2008) .<p>Apenas dois cantores solo conseguiram o mesmo feito de Spears antes dos 30: <strong>Elvis Presley</strong> teve seu sexto álbum #1 (<em>Something for Everybody</em>, de 1961) quando tinha 26 anos, e <strong>Elton John</strong> quando tinha 28 anos com o sexto álbum (<em>Captain Fantastic And The Brown Dirt Cowboy</em>, de 1975).</p><p><em>Femme Fatale</em> <strong>vendeu 276 mil copias na primeira semana nos Estados Unidos</strong>, o que representa a segunda melhor semana em vendas de 2011, ficando atrás apenas de <strong>Adele</strong>, <em>21</em>, com <strong>352 mil copias</strong>. Dito isso, esta é a semana de lançamento de álbum de Spears que menos vendeu desde <em>Baby One More Time</em>, com <strong>121 mil cópias</strong> em janeiro de 1999, que também alcançou a primeira posição.</p><p>O novo álbum de Britney, <em>Femme Fatale</em>, vendeu bem menos cópias na primeira semana que seu último lançamento de inéditas, <em>Circus</em>, que teve <strong>505 mil copias</strong> em dezembro de 2008. Mas o CD <u>vendeu praticamente a mesma quantidade no formato digital</u> (<strong>113 mil</strong> para este título, comparado as 118 mil cópias do <em>Circus</em>), o que significa que as vendas digitais foram responsáveis por um percentual muito maior dessa vez.</p><p><em>Femme Fatale</em> também estreou na primeira posições no <strong>Canadá</strong>, <strong>Austrália</strong> e <strong>Coreia do Sul</strong>, entrando também no <a href="http://www.x-britney.com/noticias/femme-fatale/britney-conquista-um-novo-recorde-na-billboard-com-femme-fatale/#" style="cursor: hand; color:#FF0099; text-decoration:underline; border-bottom:dotted 1px;">Top 10</a> de 15 países.</p><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.x-britney.com/gallery/musicvideos/034_tilltheworldends/hqcaptures/055.jpg"><br /></a><br />Lançando o segundo single a menos de uma semana, Britney conseguiu atingir um número de visualizações absurdas no youtube.<br />Till The World Ends [TTEW] fala sobre o fim do mundo de uma forma diferente. Dirigido pelo norueguê <b>Ray Kay</b>, traz referências ao clipe de <i>I’m a Slave 4 U</i> e podemos facilmente confundir a Britney do vídeo com aquela Britney de 2001, em vários momentos.<br />Veja o clipe:<br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/qzU9OrZlKb8" allowfullscreen="" frameborder="0" height="390" width="640"></iframe><br /><br />Aproveita e confere tb o clipe do single anterior, Hold It Against Me [HIAM]<br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/-Edv8Onsrgg" allowfullscreen="" frameborder="0" height="390" width="640"></iframe><br /><br /><div style="text-align: right;"><span style="font-size:85%;">Fonte: x-britney.com</span><br /></div>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-14015680994595460382011-04-12T13:49:00.000-07:002011-04-12T13:58:42.157-07:00Surto de Conjuntivite!!!!!!A conjuntivite voltou e tá pegando muita gente por aí. E na escola não tá diferente! MUITA gente tá ficando doente!<br />Vou postar aqui algumas verdades, alguns mitos e como fazer para previnir!<br /><br />CONJUNTIVITE<br /><p>A <b>conjuntivite</b> é uma <a href="http://pt.wikipedia.org/wiki/Inflama%C3%A7%C3%A3o">inflamação</a> da conjuntiva <a href="http://pt.wikipedia.org/wiki/Olho" title="Olho">ocular</a>, membrana transparente e fina que reveste a parte da frente do <a href="http://pt.wikipedia.org/wiki/Globo_ocular" class="mw-redirect" title="Globo ocular">globo ocular</a> (o branco dos olhos) e o interior das <a href="http://pt.wikipedia.org/wiki/P%C3%A1lpebra" title="Pálpebra">pálpebras</a>. Pode atacar os dois <a href="http://pt.wikipedia.org/wiki/Olho" title="Olho">olhos</a>, durando de uma semana a quinze dias e não costuma deixar sequelas.<span style="text-decoration: underline;"></span> Podem ser ocasionadas por fatores alérgicos, irritativos ou infecciosos e cada um deles necessita de tratamento específico. O olho torna-se vermelho, edematoso, lacrimejante, com sensação de corpo estranho, às vezes com secreção.A doença é relacionada aos hábitos de higiene dos indivíduos. Pode ocorrer também em animais.</p> <p>Em <a href="http://pt.wikipedia.org/wiki/2011">2011</a> ocorreu um grande surto de conjuntivite no <a href="http://pt.wikipedia.org/wiki/Estado_de_S%C3%A3o_Paulo" class="mw-redirect" title="Estado de São Paulo">Estado de São Paulo</a>. Somente a cidade de <a href="http://pt.wikipedia.org/wiki/S%C3%A3o_Paulo_%28cidade%29" title="São Paulo (cidade)">São Paulo</a> registrou mais de 119 mil casos no primeiro trimestre.</p><br /><h2><span class="mw-headline" id="Tipos">Tipos</span></h2> <div class="thumb tright"> <div class="thumbinner" style="width:222px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Pinkeye_twoangles.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/e9/Pinkeye_twoangles.jpg/220px-Pinkeye_twoangles.jpg" class="thumbimage" height="65" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Pinkeye_twoangles.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15" /></a></div> <a href="http://pt.wikipedia.org/wiki/Olho_humano" title="Olho humano">Olho</a> com conjuntivite</div> </div> </div> <div class="thumb tright"> <div class="thumbinner" style="width:222px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:ConjunctivitisRedEye.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/53/ConjunctivitisRedEye.jpg/220px-ConjunctivitisRedEye.jpg" class="thumbimage" height="142" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:ConjunctivitisRedEye.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15" /></a></div> Um olho, com conjuntivite aguda</div> </div> </div> <div class="thumb tright"> <div class="thumbinner" style="width:222px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Swollen_eye_with_conjunctivitis.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/9/90/Swollen_eye_with_conjunctivitis.jpg/220px-Swollen_eye_with_conjunctivitis.jpg" class="thumbimage" height="142" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Swollen_eye_with_conjunctivitis.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15" /></a></div> Um olho com conjuntivite bacteriana</div> </div> </div> <div class="thumb tright"> <div class="thumbinner" style="width:222px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Conjunctivitis_5174.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/30/Conjunctivitis_5174.jpg/220px-Conjunctivitis_5174.jpg" class="thumbimage" height="146" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:Conjunctivitis_5174.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15" /></a></div> Conjuntivite gonocócica</div> </div> </div> <div class="thumb tright"> <div class="thumbinner" style="width:222px;"><a href="http://pt.wikipedia.org/wiki/Ficheiro:01-09-11_0222.jpg" class="image"><img alt="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/7/7d/01-09-11_0222.jpg/220px-01-09-11_0222.jpg" class="thumbimage" height="165" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a href="http://pt.wikipedia.org/wiki/Ficheiro:01-09-11_0222.jpg" class="internal" title="Ampliar"><img src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" alt="" height="11" width="15" /></a></div> Conjuntivite alérgica</div> </div> </div> <h3><span class="editsection"></span> <span class="mw-headline" id="Infecciosa">Infecciosa</span></h3> <p>A <b>conjuntivite infecciosa</b> é transmitida, mais freqüentemente, por <a href="http://pt.wikipedia.org/wiki/V%C3%ADrus">vírus</a>, <a href="http://pt.wikipedia.org/wiki/Fungos" class="mw-redirect" title="Fungos">fungos</a> ou <a href="http://pt.wikipedia.org/wiki/Bact%C3%A9rias" class="mw-redirect" title="Bactérias">bactérias</a> e pode ser contagiosa. O contágio se dá, nesse caso, pelo contato. Assim, estar em ambientes fechados com pessoas contaminadas, uso de objetos contaminados, contato direto com pessoas contaminadas ou até mesmo pela água da piscina são formas de se contrair a conjuntivite infecciosa. Quando ocorre uma epidemia de conjuntivite, pode-se dizer que é do tipo infecciosa.</p> <p>A <b>conjuntivite viral</b> geralmente é causada por um <a href="http://pt.wikipedia.org/wiki/Adenov%C3%ADrus">adenovírus</a>, mas também pode ser transmitida por <a href="http://pt.wikipedia.org/wiki/Enterovirus">enterovirus</a> tipo 70 (conjuntivite hemorrágica) e <a href="http://pt.wikipedia.org/wiki/Coxsackie">coxsackie</a> A4 (conjuntivite hemorrágica). É muito comum em escolas, local de trabalho, consultórios médicos, ou seja todo local fechado, com contato íntimo entre pessoas. O diagnóstico é realizado pelas características clínica. O tratamento consiste na utilização de compressas frias, <a href="http://pt.wikipedia.org/wiki/Vasoconstritor" class="mw-redirect" title="Vasoconstritor">vasoconstritor</a> tópico e <a href="http://pt.wikipedia.org/wiki/L%C3%A1grima_artificial" title="Lágrima artificial">lágimas artificiais</a>. A propagação do vírus dura até 14 dias após o início dos sintomas.</p> <p>A <b>conjuntivite bacteriana</b> caracteriza-se por ser purulenta. Geralmente são causadas por <i><a href="http://pt.wikipedia.org/wiki/Streptococcus_pneumoniae">Streptococcus pneumoniae</a></i>, <i><a href="http://pt.wikipedia.org/wiki/Staphylococcus_aureus">Staphylococcus aureus</a></i> e <i><a href="http://pt.wikipedia.org/wiki/Haemophilus_influenzae">Haemophilus influenzae</a></i>. Estes tipos são tratados com <a href="http://pt.wikipedia.org/wiki/Antibi%C3%B3tico" title="Antibiótico">antibióticos</a> tópicos de expectro ampliado (<a href="http://pt.wikipedia.org/wiki/Cloranfenicol">cloranfenicol</a>, <a href="http://pt.wikipedia.org/wiki/Neomicina">neomicina</a>, etc).</p> <p>Um tipo, chamada de <b>conjuntivite gonocócica</b>, é causada por <i><a href="http://pt.wikipedia.org/wiki/Neisseria_gonorrhoeae">Neisseria gonorrhoeae</a></i> que é sexualmente transmissível. Pode ser transmitida na hora do parto, mas é rara pois costuma-se aplicar uma gota de <a href="http://pt.wikipedia.org/wiki/Nitrato_de_prata">nitrato de prata</a> 1% no saco conjuntival. É tratata com antibióticos sistêmicos e oculares.</p> <p>A <b>conjuntivite de inclusão</b> é causada por <i><a href="http://pt.wikipedia.org/wiki/Chlamydia_trachomatis">Chlamydia trachomatis</a></i> sorotipo D-K, pertencente ao trato genital do adulto. Possui uma duração maior e acomete geralmente jovens sexualmente ativos. Trata-se com <a href="http://pt.wikipedia.org/wiki/Azitromicina">azitromicina</a> ou <a href="http://pt.wikipedia.org/wiki/Doxiciclina">doxiciclina</a>.</p> <p>A <b>conjuntivite fúngica</b> é mais rara de ocorrer. Geralmente acontece quando uma pessoa é acidentada com madeira nos olhos ou utiliza lente de contato.</p> <h3><span class="editsection"></span><span class="mw-headline" id="Al.C3.A9rgica">Alérgica</span></h3> <p>A <b>conjuntivite alérgica</b> é aquela que ocorre em pessoas predispostas a <a href="http://pt.wikipedia.org/wiki/Alergia" title="Alergia">alergias</a> (como quem tem <a href="http://pt.wikipedia.org/wiki/Rinite">rinite</a> ou <a href="http://pt.wikipedia.org/wiki/Bronquite">bronquite</a>, por exemplo) e geralmente ocorre nos dois olhos. Esse tipo de conjuntivite não é contagiosa, apesar de que pode começar em um olho e depois se apresentar no outro. Pode ter períodos de melhoras e reincidências, sendo importante a descoberta da causa da conjuntivite alérgica.</p> <p>É benigna por não envolver a <a href="http://pt.wikipedia.org/wiki/C%C3%B3rnea">córnea</a>. Ocorre geralmente em regiões de clima mais frio. O alérgeno mais comum é o <a href="http://pt.wikipedia.org/wiki/P%C3%B3len">pólen</a>. São tratadas com <a href="http://pt.wikipedia.org/wiki/Anti-histam%C3%ADnico" title="Anti-histamínico">anti-histamínicos</a> e estabilizadores de <a href="http://pt.wikipedia.org/wiki/Mast%C3%B3cito" title="Mastócito">mastócitos</a>.</p> <p>A <b>conjuntivite papilar gigante</b> é causada, sobretudo, por uso de <a href="http://pt.wikipedia.org/wiki/Lente_de_contato" title="Lente de contato">lentes de contato</a>.</p> <h3><span class="editsection"></span><span class="mw-headline" id="T.C3.B3xica">Tóxica</span></h3> <p>A <b>conjuntivite tóxica</b> é causada por contato direto com algum agente tóxico, que pode ser algum colírio medicamentoso ou alguns produtos de limpeza, fumaça de cigarro e poluentes industriais. Alguns outros irritantes capazes de causar conjuntivite tóxica são poluição do ar, sabão, sabonetes, spray, maquiagens, cloro e tintas para cabelo. A pessoa com conjuntivite tóxica deve se afastar do agente causador e lavar os olhos com água abundante. Se a causa for medicamentosa é necessário a suspensão do uso, sempre seguindo uma orientação médica.</p><h2><span class="mw-headline" id="Medidas_de_preven.C3.A7.C3.A3o_e_controle.5B7.5D">Medidas de prevenção e controle</span></h2> <ul><li>Lavar as mãos frequentemente;</li><li>Evitar aglomerações ou frequentar piscinas de academias ou clubes e praias;</li><li>Lavar com frequência o rosto e as mãos, uma vez que estas são veículos importantes para a transmissão de microrganismos patogénicos;</li><li>Não coçar os olhos;</li><li>Aumentar a frequência com que troca as toalhas do banheiro e sabonete ou use toalhas de papel para enxugar o rosto e as mãos;</li><li>Trocar as fronhas dos travesseiros diariamente enquanto perdurar a crise;</li><li>Não compartilhar o uso de esponjas, rímel, delineadores ou de qualquer outro produto de beleza;</li><li>Evitar contato direto com outras pessoas;</li><li>Não ficar em ambientes onde há bebês;</li><li>Não usar lentes de contato durante esse período;</li><li>Evitar banhos de sol;</li><li>Evitar luz, pois essa pode fazer com que o olho contaminado venha a doer mais.</li></ul> <h2><span class="editsection"></span><span class="mw-headline" id="Tratamento">Tratamento</span></h2> <ul><li>Para melhor poder diagnosticar a causa da conjuntivite, é de todo aconselhável a ida a um serviço de urgência oftalmológico, onde o médico poderá retirar uma amostra (através de <a href="http://pt.wikipedia.org/wiki/Zaragatoa" class="mw-redirect" title="Zaragatoa">zaragatoa</a>) das secreções purulentas produzidas pelos olhos, que será analisada a nível bacteriológico, fungal e viral na tentativa de descobrir qual o agente causador da conjuntivite. A prescrição de <a href="http://pt.wikipedia.org/wiki/Antibi%C3%B3tico" title="Antibiótico">antibióticos</a> para conjuntivites virais não tem qualquer efetividade e é incorreta, visto que, <a href="http://pt.wikipedia.org/wiki/V%C3%ADrus">vírus</a> não podem ser mortos pela ação destes tipos de medicamentos.</li></ul> <ul><li>É utilizado gaze e água filtrada ou mineral, ou ainda soro fisiológico, para limpar as casquinhas que se formam em volta do olho. <a href="http://pt.wikipedia.org/wiki/%C3%81gua_boricada">Água boricada</a> não é mais indicada pelos médicos para esse tipo de tratamento.</li></ul> <ul><li>Não deve ser tocado com a superfície das embalagens no olho ou pálpebra quando da aplicação, para evitar a contaminação das soluções (colírios e pomadas);</li></ul> <ul><li>No caso do agente causador, o médico poderá prescrever um tratamento com antibiótico (em caso de bactérias), antifungo (em caso de fungo) ou antiviral (em caso de vírus), que será diferente consoante o tipo e o grau de resistência do agente que causa a doença;</li></ul><div style="text-align: right;">Fonte: Wikipédia.org<br /></div>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-11565404775690253912011-04-12T13:24:00.000-07:002011-04-12T13:47:38.683-07:00Simple Present x Plural of NounsMuitos alunos costumam confundir esses dois conteúdos pelo simples fato de aparecer o -S no final do verbo ou do substantivo.<br />Porém é simples de saber quando é verbo ou substantivo, mas para isso você deve ter uma noção básica da tradução de algumas palavras. LEMBREM-SE:<br /><span style="font-style: italic;"><span style="color: rgb(204, 102, 204);">Verbos podem ser conjugados!</span> Ex:<br /><span style="color: rgb(102, 51, 255); font-weight: bold;">I read</span> <span style="color: rgb(255, 0, 0);">(eu leio)</span><br /><span style="font-weight: bold; color: rgb(102, 51, 255);">You read</span> <span style="color: rgb(255, 0, 0);">(você lê)</span><br /><span style="color: rgb(102, 51, 255); font-weight: bold;">He reads</span><span style="font-weight: bold;"> </span><span style="color: rgb(255, 0, 0);">(ele lê)</span><br />(...)<br /><br /><span style="color: rgb(204, 102, 204);">Os substantivos não podem ser conjugados!</span> Ex:<br /><span style="font-weight: bold; color: rgb(102, 102, 204);">I desk</span> <span style="color: rgb(255, 0, 0);">(Eu cadeira)</span><br /><span style="font-weight: bold; color: rgb(102, 102, 204);">You desk</span> <span style="color: rgb(255, 0, 0);">(você cadeira)</span><br /><span style="color: rgb(102, 102, 204); font-weight: bold;">He desk </span><span style="color: rgb(255, 0, 0);">(ele cadeira)</span><br />(...)<br /><br /></span>Meio extranho a conjugação de um substantivo, concorda? <span style="font-style: italic;"><br /></span>Então quando tiverem dúvida em relação a isso, busquem a tradução da palavra e depois tente conjugá-la. Se ficar extranho é por que concerteza não é verbo!<br /><br />Porém isso ainda não exclarecimento para a dúvida levantada no título da postagem:<br />Os alunos confundem tudo pelo fato de ambos os assuntos terem suas terminações em -S!<br />Porém quando um verbo termina em -S isso não significa que ele está no plural, muito pelo contrário, aí sim é que ele está no singular. Para podermos descobrir se um verbo está no singular ou no plural temos que analisar quem é o sujeito da frase, pois o verbo "sempre" vem junto de um sujeito, e se esse verbo possuir o -S final ele está na 3º pessoa do singular. Diferentemente dos substantivos que nunca vem junto de um pronome pessoal (sujeito). Assim podemos concluir que essa confusão toda se dá pelo fato dos dois conteudos apresentarem as mesma regras. 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</style> <![endif]--> <table class="MsoTableGrid" style="border-collapse:collapse;border:none;mso-border-alt:solid black .5pt; mso-border-themecolor:text1;mso-yfti-tbllook:1184;mso-padding-alt:0cm 5.4pt 0cm 5.4pt" border="1" cellpadding="0" cellspacing="0"> <tbody><tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes"> <td style="width:216.1pt;border:solid black 1.0pt; mso-border-themecolor:text1;mso-border-alt:solid black .5pt;mso-border-themecolor: text1;padding:0cm 5.4pt 0cm 5.4pt" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal" align="center"><b style="mso-bidi-font-weight:normal">Simple Present</b></p> </td> <td style="width:216.1pt;border:solid black 1.0pt; mso-border-themecolor:text1;border-left:none;mso-border-left-alt:solid black .5pt; mso-border-left-themecolor:text1;mso-border-alt:solid black .5pt;mso-border-themecolor: text1;padding:0cm 5.4pt 0cm 5.4pt" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal" align="center"><b style="mso-bidi-font-weight:normal">Plural of Nouns</b></p> </td> </tr> <tr style="mso-yfti-irow:1"> <td style="width: 216.1pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt; color: rgb(255, 0, 0);" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="font-size:14.0pt;">Regra geral:</span></b><span style="font-size:14.0pt;"> acrescenta –S a quase todos os verbos.</span></p> </td> <td style="width: 216.1pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt; color: rgb(255, 0, 0);" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="font-size:14.0pt;">Regra geral:</span></b><span style="font-size:14.0pt;"> acrescenta –S a quase todos os substantivos.</span></p> </td> </tr> <tr style="mso-yfti-irow:2"> <td style="width: 216.1pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt; color: rgb(255, 0, 0);" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:14.0pt;">Verbos terminados em –s.-ss, -sh, -x, -z, -o, acrescentamos –ES.</span></p> </td> <td style="width:216.1pt;border-top:none;border-left: none;border-bottom:solid black 1.0pt;mso-border-bottom-themecolor:text1; border-right:solid black 1.0pt;mso-border-right-themecolor:text1;mso-border-top-alt: solid black .5pt;mso-border-top-themecolor:text1;mso-border-left-alt:solid black .5pt; mso-border-left-themecolor:text1;mso-border-alt:solid black .5pt;mso-border-themepadding:0cm 5.4pt 0cm 5.4ptcolor:text1;" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:14.0pt;"><span style="color: rgb(255, 0, 0);">S</span><span style="color: rgb(255, 0, 0);">ubstantivos terminados em –s.-ss, -sh, -x, -z, -o, acrescentamos –ES.</span></span></p> </td> </tr> <tr style="mso-yfti-irow:3"> <td style="width: 216.1pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt; color: rgb(255, 0, 0);" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:14.0pt;">Verbos terminados em –y, precedido de consoante, corta o –Y <span style="mso-spacerun:yes"> </span>e acrescenta –IES.</span></p> </td> <td style="width: 216.1pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt; color: rgb(255, 0, 0);" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:14.0pt;">Substantivos terminados em –y, precedido de consoante, corta o –Y <span style="mso-spacerun:yes"> </span>e acrescenta –IES.</span></p> </td> </tr> <tr style="mso-yfti-irow:4"> <td style="width: 216.1pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt; color: rgb(255, 0, 0);" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:14.0pt;">Verbos irregular: Have - <b style="mso-bidi-font-weight:normal"><u>has</u></b></span></p> </td> <td style="width: 216.1pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt; color: rgb(255, 0, 0);" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:14.0pt;">Substantivos Irregulares.</span></p> </td> </tr> <tr style="mso-yfti-irow:5;mso-yfti-lastrow:yes"> <td style="width: 216.1pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt; color: rgb(255, 102, 102);" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal">OBS:<i style="mso-bidi-font-style:normal">lembrando que todas essas regras dessa coluna são aplicadas as terceiras pessoas do singular (He, she, it)</i></p> </td> <td style="width:216.1pt;border-top:none;border-left: none;border-bottom:solid black 1.0pt;mso-border-bottom-themecolor:text1; border-right:solid black 1.0pt;mso-border-right-themecolor:text1;mso-border-top-alt: solid black .5pt;mso-border-top-themecolor:text1;mso-border-left-alt:solid black .5pt; mso-border-left-themecolor:text1;mso-border-alt:solid black .5pt;mso-border-themecolor: text1;padding:0cm 5.4pt 0cm 5.4pt" valign="top" width="288"> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"> </p> <br /></td> </tr> </tbody></table> <span style="font-style: italic;"><br /><br /></span><div style="text-align: right;"><span style="font-style: italic;"><span style="font-size:85%;"><span style="font-family: courier new;">Post Feito para meu amigo Éder ^^</span></span></span><br /></div><span style="font-style: italic;"><br /></span>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-30513748465970799292011-04-12T13:18:00.000-07:002011-04-12T13:24:24.697-07:00Avaliações Bimestrais 1º bimestre<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9cCUTwsHIrsPGajZzVPdhRNohkL-hQbM3161ZoWnSNjSG38-EcYqItP_DrAMvGJKrM2uez7BQ77KiaAK-QTHilC3owKYySRQKNRQeLTOOnOCU3UxBIVl6BXQAjlpiYT46X0LGhTICcwU/s1600/DSC01755.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9cCUTwsHIrsPGajZzVPdhRNohkL-hQbM3161ZoWnSNjSG38-EcYqItP_DrAMvGJKrM2uez7BQ77KiaAK-QTHilC3owKYySRQKNRQeLTOOnOCU3UxBIVl6BXQAjlpiYT46X0LGhTICcwU/s320/DSC01755.JPG" alt="" id="BLOGGER_PHOTO_ID_5594795345516543090" border="0" /></a><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnmWRdDo6y-fZAGC8hjnYeIE9yaImu5P-PEQcMX58SYOzgq4IZUEoSDJAL1yX1UQDckGnl8-YPlYihP4ot_TKe0mOO9wVjq22UqrI1Vtnz4bE1Z55FBNQezopH0fVz_gfwtuoZ2-w7KNM/s1600/DSC01756.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnmWRdDo6y-fZAGC8hjnYeIE9yaImu5P-PEQcMX58SYOzgq4IZUEoSDJAL1yX1UQDckGnl8-YPlYihP4ot_TKe0mOO9wVjq22UqrI1Vtnz4bE1Z55FBNQezopH0fVz_gfwtuoZ2-w7KNM/s320/DSC01756.JPG" alt="" id="BLOGGER_PHOTO_ID_5594795346249830210" border="0" /></a><span style="font-size:78%;"><span style="font-family: verdana;">Nas fotos 8º ano C</span></span><br /><br /><br /></div>Oficialmente ontem [segunda dia 11/04/11] comecçaram nossas avaliações bimestrais.<br />Roteiro de Provas:<br /><span style="font-weight: bold;">dia 11/04/11- Provas com 6º C, 7º C E 8º C<br />dia 12/04/11- Provas com 6º A e 6º B<br />dia 13/04/11- Provas com 7º A e 7º B</span><br /><br />Creio que dentro de dois dias postarei o resultado das avaliações, para quem não conseguiu alcançar a meta, estude mais um pouco para recuperar.<br />RECUPERAÇÕES- semana que vem, no mesmo horário das provas dessa semana.<br /><br /><br />XXOOBlog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-1138146046687306762011-04-01T04:58:00.000-07:002011-04-01T05:19:21.907-07:00Abuso de Poder<span style="font-weight: bold;">Hoje , como um dia qualquer, acordei, penteei o cabelo, escovei os dentes, e fui tomar café da manhã. Como a TV da cozinha resolveu ficar de greve e nao passar mais nenhum canal, a saída para quebrar o silêcio, foi ligar o rádio e ouvir os programas de notícias locais. Não lembro qual o nome do prgrama, acho que era o Show de Notícias, e um vereador , o qual eu nao lembro o nome, estava dando entrevista. Achei legal a posição dele diante alguns fatos. Porém o que mais me chamou atenção foi a participação dos ouvintes. Um deles falou do abuso de poder das pessoas que trabalham na SMTT aqui de Arapiraca. Agora aqui dou a minha opnião:<br />Abuso de poder não algo restrito apenas a SMTT, isso é fato! Abuso de poder temos em qualquer lugar! Porém, para nós que pagamos impostos, alguns tipos de abusos Xegam a ser revoltantes, como por exemplo, os policiais e os abençoados da SMTT.<br />Gente, rebocar uma ambulância na frente do hospital??!!?? Isso é uma falta de absurdo! Em nosso trajeto para o trabalho ou até mesmo de volta dele, as vezes somos parados por um ou outro segmento nas famosas BLITS. E creio que a maior parte dos veículos, sejam eles carros ou motos, são rebocados e levados embora. As vezes o cidadão está desabilitado ou coisa do tipo, porém nao comete infração nenhuma, e mesmo assim é penaizado, quando alguns motoristas imprudentes e menores de idade estão por ai causando acidentes graves os quais alguns chegam a ter um óbto. Creio que esse caso de só poder conduzir um veículo com habilitação poderia ser revisto, e algumas medidas poderiam ser tomadas para evitar esses constrangimentos, como por exemplo: Quem comprasse uma moto ou um carro, poderia ter uma licença provisória de alguns meses parar poder dirigir sem MEDO para QUALQUER LUGAR! isso daria tempo para o condutor se organizar e se programar para fazer a auto-escola. Por que, sejamos sinceros, todo esse lance de multas e de "Ahh vc está dirigindo errado" "Vai pagar uma multa de R$" ou qualquer outra conversa que alguns desses policiais falam é apenas para faturarem um dinheiro EXTRA!!! É isso ai, DINHEIRO EXTRA!<br />Engraçado que só conseguimos ver a corrupção que ocorre no senado e ou em qualquer outro veículo político. Porém as pequenas corrupções que nos acontecem no dia a dia deixamos passar. E se o policial corrupto de hoje, for o nosso presidente de amanhã???<br />Uma vez estava voltando do trabalho, tinha ido dar aula, e quando voltei fui parado por uma blits de policiais, desde então pensei "já era, vão prender a minha moto!" (eu não sou habilitado) dai quando meu pai chegou lá fiquei surpreso, pois quando vram que conheciam meu pai disseram "Ahhh ... é filho de xxx , por que não disse logo?" ou seja, cadê a ordem disso? NÃO TEM! por que uma pessoa é filho de fulano ou sicrano não deveria ser liberado. Porém isso não vem ao caso agora, a questão é: POR QUE ESSES POLICIAIS ESTAVAM PARANDO TODO MUNDO? Tenho certeza que nao era para ver se conseguiam reaver uma moto ou carro roubado!! Era simplesmente para ganharem um EXTRA para o fim de semana, estava claro na cara deles!<br />E isso é uma coisa que acontece com a maior frequencia aqui em nossa cidade, INFELIZMENTE é vergonhoso.<br />INFELIZMENTE qualquer pessoa que anda sem habilitação, anda morrendo de medo de ter seu veiculo aprendido (na maior parte das vezes sem motivo NENHUM!!)<br /><br />Até quando vamos ter que conviver com a falta de ordem e a corrupção em nosso dia a dia ???<br /></span>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-24646714786618021522011-03-30T17:41:00.000-07:002011-03-30T17:58:35.906-07:00Pérolas do site Globo.Com<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMJbwopKqk49eI3K8zzgknNL1ZlyrjkmTxBQ9KYcAOvv2j3dxbLLiuUkRidaCr3cgpOKoTb7RH8QYGiYbHP7JWgp-E8IEYXxyi6URqhQANPZEW3q45WIwpF07PumyG2zvxFktHeMqHkBI/s1600/2.JPG"><br /></a><br /><div style="text-align: center;">Tá pensando que é só quem nao sabe escrever e ler que acaba se enrolando com as palavras???<br />vamos dar uma analisada em algumas coisas que acabei de ver no site da Globo.com<br /><br />1º notícia:<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMt3_yQ04Jg2zG29JfYqUeIyenop5AUrW8OekDuR7YBPs-hTc1l0zZ248P66L521YaxdFWMVrX7bHqFAg2b3Nt-xidaMsdcRIAJ7cXCe7po1Fg44XRozzc-JNUskKpmQYqGjqmevfhkE4/s1600/1.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 262px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMt3_yQ04Jg2zG29JfYqUeIyenop5AUrW8OekDuR7YBPs-hTc1l0zZ248P66L521YaxdFWMVrX7bHqFAg2b3Nt-xidaMsdcRIAJ7cXCe7po1Fg44XRozzc-JNUskKpmQYqGjqmevfhkE4/s320/1.JPG" alt="" id="BLOGGER_PHOTO_ID_5590039861517640290" border="0" /></a>Não minto que quando li essa manchete fiquei meio confuso. A idéia que se tem ao ler é que são duas matérias em uma, pois fala de uma tetraplégica e de um jovem que volta para casa após dois anos =x Não resisti e cliquei p ler por completo, daí encontro isso<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizexqUcd5nD7kXBATKnwleJubXjhhcSTbgF0qsNECb7Z2KWXfWKeY29WAzOO4QX7CDW-wrGx6HYvVC4wH-jVp4H4qA_8ZgQAWVZnW-lU1ig3Ksbu3fGKDmEmHkhRwx09aL1FST0rhdsNo/s1600/imagem.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 241px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizexqUcd5nD7kXBATKnwleJubXjhhcSTbgF0qsNECb7Z2KWXfWKeY29WAzOO4QX7CDW-wrGx6HYvVC4wH-jVp4H4qA_8ZgQAWVZnW-lU1ig3Ksbu3fGKDmEmHkhRwx09aL1FST0rhdsNo/s320/imagem.JPG" alt="" id="BLOGGER_PHOTO_ID_5590039865844567970" border="0" /></a>Aí finalmente consegui entendera mensagem que estava querendo ser passada: Que uma "jovem" que fikou tetraplégica volta p casa depois de 12 anos!!!<br /><br /><br />A outra manchete foi essa:<br />2º notícia: <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMJbwopKqk49eI3K8zzgknNL1ZlyrjkmTxBQ9KYcAOvv2j3dxbLLiuUkRidaCr3cgpOKoTb7RH8QYGiYbHP7JWgp-E8IEYXxyi6URqhQANPZEW3q45WIwpF07PumyG2zvxFktHeMqHkBI/s1600/2.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 44px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMJbwopKqk49eI3K8zzgknNL1ZlyrjkmTxBQ9KYcAOvv2j3dxbLLiuUkRidaCr3cgpOKoTb7RH8QYGiYbHP7JWgp-E8IEYXxyi6URqhQANPZEW3q45WIwpF07PumyG2zvxFktHeMqHkBI/s320/2.JPG" alt="" id="BLOGGER_PHOTO_ID_5590039867729996418" border="0" /></a><br />Legal neh? O Obama fez algo tão secreto que a globo soube e espalhou p td mundo, assim como tds as outras emissoras fizeram! Isso é que se chama de guardar segredo =x<br /><br /><br /><br />Daí cheguei a duas conclusões:<br />1º Deve-se prestar atenção naquilo que se escreve, pois aquela velha historia que o professor dizia p nós na sala de aula é verdade: uma vírgula muda td o sentido da frase. Nesse caso a coerência ficou meio a desejar!<br />2º Se quiser que algo permaneca em segredo NÃO CONTE A NINGUÉM, pois a globo vai ficar sabendo e vai colocar no site!!! Daí fica Sujeira neh??? hahahahahaha<br /><br /><br /><br />por Jeová Jackson<br /></div>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com1tag:blogger.com,1999:blog-8300567770289712897.post-31914760963057334142011-03-29T15:49:00.000-07:002011-03-29T16:03:07.189-07:00Let's Have Fun????<span style="font-weight: bold;">Alguns vídeos que encontro na internet<br />espero que vocês gostem:<br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/FNga0F9FpZQ" allowfullscreen="" frameborder="0" height="390" width="480"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/mM32L_qjTNs" allowfullscreen="" frameborder="0" height="390" width="480"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/K1aqdCbh3Dk" allowfullscreen="" frameborder="0" height="390" width="480"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/-vuXkZWJguk" allowfullscreen="" frameborder="0" height="390" width="480"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/F-F7-0UEDW4" allowfullscreen="" frameborder="0" height="390" width="640"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/X7mOzWQSnaQ" allowfullscreen="" frameborder="0" height="390" width="640"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/yE6PNps5N9I" allowfullscreen="" frameborder="0" height="390" width="480"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/5P6UU6m3cqk" allowfullscreen="" frameborder="0" height="390" width="480"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/a--3q4fOL5g" allowfullscreen="" frameborder="0" height="390" width="480"></iframe><br /><br /><iframe title="YouTube video player" src="http://www.youtube.com/embed/ybkARFuq7Aw" allowfullscreen="" frameborder="0" height="390" width="480"></iframe><br /></span>Blog do professor Jeováhttp://www.blogger.com/profile/09615897958211209348noreply@blogger.com0tag:blogger.com,1999:blog-8300567770289712897.post-83129688235974323442011-03-27T08:43:00.000-07:002011-03-27T08:52:27.156-07:00NOTAS DAS AVALIAÇÕES MENSAIS [SIMULADO] DE LÍNGUA INGLESA - 1º BIMESTRE 8º ano C<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://guiadicas.net/fotos/2010/10/Boletim-escolar.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 248px; height: 165px;" src="http://guiadicas.net/fotos/2010/10/Boletim-escolar.jpg" alt="" border="0" /></a><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> 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align="center"><b style="mso-bidi-font-weight: normal">Nota</b></p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">01</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">0,9</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">02</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">1,2</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">03</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">1,2</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">04</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">0,6</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">05</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">1,2</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">06</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">0,9</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">07</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">--------</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">08</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">1,5</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">09</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">1,2</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">10</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">0,6</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">11</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">1,5</p> </td> </tr> <tr> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">12</b></p> </td> <td style="width: 79.9pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">0,6</p> </td> </tr> <tr style="mso-yfti-irow:13;mso-yfti-lastrow:yes"> <td style="width: 54.75pt; border-right: 1pt solid black; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; -moz-border-top-colors: none; -moz-border-right-colors: none; -moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-image: none; padding: 0cm 5.4pt;" valign="top" width="73"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center"><b style="mso-bidi-font-weight: normal">13</b></p> </td> <td style="width:79.9pt;border-top:none;border-left: none;border-bottom:solid black 1.0pt;mso-border-bottom-themecolor:text1; border-right:solid black 1.0pt;mso-border-right-themecolor:text1;mso-border-top-alt: solid black .5pt;mso-border-top-themecolor:text1;mso-border-left-alt:solid black .5pt; mso-border-left-themecolor:text1;mso-border-alt:solid black .5pt;mso-border-themecolor: text1;padding:0cm 5.4pt 0cm 5.4pt" valign="top" width="107"> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; text-align: center;" align="center">0,6</p> </td> </tr> </tbody></table>Blog do professor 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