ESTUDOS INTERDISCIPLINARES EM PEDAGOGIA
A construção do projeto político-pedagógico é um caminho de consolidação da democracia, identidade e autonomia de nossas escolas na busca por uma educação de qualidade. Essa ação exige o envolvimento e participação de toda a comunidade escolar.
Para que isso possa acontecer de forma legítima, são criados os órgãos de gestão, que de acordo com Veiga, (2001, p.115) “garantam, por um lado, a representatividade e, por outro, a continuidade e consequentemente a legitimidade”. Esses órgãos são: o conselho escolar ou colegiado, o conselho de classe, a associação de pais e mestres e o grêmio estudantil.
Agora, leia abaixo, o relato de uma situação vivenciada em uma escola pública:
A Escola Municipal Capitães da Areia, buscando sempre uma educação de qualidade, tem modificado sua forma de gestão. Ampliou e estreitou as relações com a comunidade da qual faz parte, o conselho escolar tem sido convidado a participar não só das decisões administrativas e financeiras, mas tem também ajudado em relação à frequência e aproveitamento dos alunos. Os alunos, professores, gestores, pais e demais funcionários da escola, são convidados para ajudarem a resolver, quando aparece algum problema na escola, para que possam juntos, encontrar a melhor solução.
Este ano, de acordo com as normas municipais, haverá eleição para o Conselho Escolar que atuará a partir do próximo ano.
Analise as proposições abaixo. De acordo com as reflexões apresentadas, a gestão da Escola Municipal Capitães da Areia está:
I. de acordo com a LDB 9.394/1996, pois tem um conselho escolar atuante, com participação comunitária;
II. de forma equivocada, pois envolve alunos e funcionários nas decisões pedagógicas e administrativas;
III. em desacordo com a LDB 9.394/1996, pois permite que pessoas de fora da escola interfiram em sua gestão;
IV. em consonância com as concepções democráticas de gestão, pois redefine os membros do conselho por meio de eleições periódicas.
Está correta a seguinte alternativa:
I e IV, apenas.
I, II e III, apenas.
IV apenas.
I apenas.
I e II, apenas.
A escola pública é um lugar privilegiado para o exercício da democracia participativa, para o exercício de uma cidadania consciente e comprometida com os interesses da maioria socialmente excluída ou dos grupos sociais privados dos bens culturais e materiais produzidos pelo trabalho dessa mesma maioria.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A escola pública, em todos os níveis e modalidades da Educação Básica - Educação Infantil, Ensino Fundamental e Ensino Médio, tem como função social a formação integral do cidadão, que engloba a construção de conhecimentos, atitudes e valores...
PORQUE
II. ... é indispensável socializar o saber sistematizado, historicamente construído pela humanidade, fazendo com que esse saber seja apropriado pelos estudantes, tornando-os mais solidários, críticos, éticos e participativos.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições falsas.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
(ENADE – 2011/ com adaptações)
O fazer docente pressupõe a realização de um conjunto de operações didáticas coordenadas entre si. São o planejamento, a direção do ensino e da aprendizagem e a avaliação, cada uma delas desdobradas em tarefas ou funções didáticas, mas que convergem para a realização do ensino propriamente dito. (LIBÂNEO, J. C. Didática. São Paulo: Cortez, 2004, p. 72.)
Considerando que, para desenvolver sua prática pedagógica no dia a dia da sala de aula, no que diz respeito a cada operação didática inerente ao ato de planejar, executar e avaliar, o professor precisa dominar certos conhecimentos didáticos.
Abaixo apresentamos algumas afirmações que se referem a conhecimentos e domínios esperados pelo professor em sua prática pedagógica, avalie quais afirmações se referem a esses conhecimentos.
I. Conhecimento dos conteúdos da disciplina que pela qual é responsável, bem como capacidade de abordá-los de modo contextualizado.
II. Domínio das técnicas de elaboração de boas provas objetivas, pois essas se configuram como instrumentos de avaliação, qualiquantitativos, precisos e fidedignos.
III. Domínio de diferentes métodos e procedimentos de ensino e capacidade de escolhê-los e adequá-los conforme a natureza dos conteúdos a serem tratados e as características dos estudantes.
IV. Domínio do conteúdo do livro didático adotado, pois é ele que deve conter todos os conteúdos a serem trabalhados durante o ano letivo.
É correto apenas o que se afirma em:
III e IV.
I e II.
I e IV.
II e III.
I e III.
(ENADE – 2011/ com adaptações)
O fazer docente pressupõe a realização de um conjunto de operações didáticas coordenadas entre si. São o planejamento, a direção do ensino e da aprendizagem e a avaliação, cada uma delas desdobradas em tarefas ou funções didáticas, mas que convergem para a realização do ensino propriamente dito. (LIBÂNEO, J. C. Didática. São Paulo: Cortez, 2004, p. 72.)
Considerando que, para desenvolver sua prática pedagógica no dia a dia da sala de aula, no que diz respeito a cada operação didática inerente ao ato de planejar, executar e avaliar, o professor precisa dominar certos conhecimentos didáticos.
Abaixo apresentamos algumas afirmações que se referem a conhecimentos e domínios esperados pelo professor em sua prática pedagógica, avalie quais afirmações se referem a esses conhecimentos.
I. Conhecimento dos conteúdos da disciplina que pela qual é responsável, bem como capacidade de abordá-los de modo contextualizado.
II. Domínio das técnicas de elaboração de boas provas objetivas, pois essas se configuram como instrumentos de avaliação, qualiquantitativos, precisos e fidedignos.
III. Domínio de diferentes métodos e procedimentos de ensino e capacidade de escolhê-los e adequá-los conforme a natureza dos conteúdos a serem tratados e as características dos estudantes.
IV. Domínio do conteúdo do livro didático adotado, pois é ele que deve conter todos os conteúdos a serem trabalhados durante o ano letivo.
É correto apenas o que se afirma em:
III e IV.
I e II.
I e IV.
II e III.
I e III.
“O que os jornais chamam de Era da Informação nada mais é que o atestado de óbito da cultura de massa — um estilo de vida que surgiu com Gutenberg, no século XV, e foi a tônica da Revolução Industrial. Até hoje você foi obrigado a assistir ao mesmo filme que o vizinho, ler o mesmo jornal que outros 200 mil assinantes, comer o mesmo molho de tomate industrializado e usar uma calça jeans do mesmo modelo do seu amigo de trabalho. Esse tempo está chegando ao fim”.
BARREIRA, W. Era da informação: Tudo ao mesmo tempo agora. Superinteressante. n. 84, set. 1994.
O texto acima, realizava uma previsão acerca dos efeitos da Era da Informação na sociedade diante do século XXI. De acordo com as inúmeras transformações, assinale a seguir, os benefícios que a Tecnologia trouxe aos seres humanos:
I. O aumento da interatividade digital.
II. O acumulo de informações desnecessárias e a obesidade.
III. Cursos EAD apenas na modalidade da saúde.
IV. A facilidade na transmissão de notícias, informações e comunicação.
V. Conforto ao realizar as compras e recebê-las em casa.
A ordem correta é:
II e III, apenas.
II apenas.
I, II e III, apenas.
I, IV e V, apenas.
III apenas.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“Tudo o que a gente puder fazer no sentido de convocar os que vivem em torno da escola, e dentro da escola, no sentido de participarem, de tomarem um pouco o destino da escola na mão, também. Tudo o que a gente puder fazer nesse sentido é pouco ainda, considerando o trabalho imenso que se põe diante de nós que é o de assumir esse país democraticamente.” Paulo Freire
... uma democracia participativa amplia e aprofunda a perspectiva do horizonte político emancipador da democracia. Isto é: uma democracia em que todos os cidadãos, como sujeitos históricos conscientes, lutam pelos seus direitos legais, tentam ampliar esses direitos, acompanham e controlam socialmente a execução desses direitos, sem deixar de cumprir, em contrapartida, os deveres constitucionais de todo cidadão.
Nessa perspectiva, ser cidadão, como dizia Paulo Freire, é o ser político, capaz de questionar, criticar, reivindicar, participar, ser militante e engajado, contribuindo para a transformação de uma ordem social injusta e excludente.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A construção de uma escola pública democrática, na qual a participação efetiva se faça uma realidade constante, requer a consolidação e a atuação consciente dos diferentes órgãos colegiados. Nesse sentido, o Colegiado Escolar tem papel decisivo na democratização da educação.
PORQUE
II. Ele é um importante espaço de democratização, visto que reúne representantes de todos os membros da comunidade escolar (diretores, professores, funcionários, estudantes, pais) para discutir, definir e acompanhar o desenvolvimento do projeto político pedagógico da escola, ou seja, tudo o que acontece, permeia e envolve o ensino desenvolvido pela escola.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
I e IV, apenas.
I, II e III, apenas.
IV apenas.
I apenas.
I e II, apenas.
A escola pública é um lugar privilegiado para o exercício da democracia participativa, para o exercício de uma cidadania consciente e comprometida com os interesses da maioria socialmente excluída ou dos grupos sociais privados dos bens culturais e materiais produzidos pelo trabalho dessa mesma maioria.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A escola pública, em todos os níveis e modalidades da Educação Básica - Educação Infantil, Ensino Fundamental e Ensino Médio, tem como função social a formação integral do cidadão, que engloba a construção de conhecimentos, atitudes e valores...
PORQUE
II. ... é indispensável socializar o saber sistematizado, historicamente construído pela humanidade, fazendo com que esse saber seja apropriado pelos estudantes, tornando-os mais solidários, críticos, éticos e participativos.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições falsas.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
(ENADE – 2011/ com adaptações)
O fazer docente pressupõe a realização de um conjunto de operações didáticas coordenadas entre si. São o planejamento, a direção do ensino e da aprendizagem e a avaliação, cada uma delas desdobradas em tarefas ou funções didáticas, mas que convergem para a realização do ensino propriamente dito. (LIBÂNEO, J. C. Didática. São Paulo: Cortez, 2004, p. 72.)
Considerando que, para desenvolver sua prática pedagógica no dia a dia da sala de aula, no que diz respeito a cada operação didática inerente ao ato de planejar, executar e avaliar, o professor precisa dominar certos conhecimentos didáticos.
Abaixo apresentamos algumas afirmações que se referem a conhecimentos e domínios esperados pelo professor em sua prática pedagógica, avalie quais afirmações se referem a esses conhecimentos.
I. Conhecimento dos conteúdos da disciplina que pela qual é responsável, bem como capacidade de abordá-los de modo contextualizado.
II. Domínio das técnicas de elaboração de boas provas objetivas, pois essas se configuram como instrumentos de avaliação, qualiquantitativos, precisos e fidedignos.
III. Domínio de diferentes métodos e procedimentos de ensino e capacidade de escolhê-los e adequá-los conforme a natureza dos conteúdos a serem tratados e as características dos estudantes.
IV. Domínio do conteúdo do livro didático adotado, pois é ele que deve conter todos os conteúdos a serem trabalhados durante o ano letivo.
É correto apenas o que se afirma em:
III e IV.
I e II.
I e IV.
II e III.
I e III.
(ENADE – 2011/ com adaptações)
O fazer docente pressupõe a realização de um conjunto de operações didáticas coordenadas entre si. São o planejamento, a direção do ensino e da aprendizagem e a avaliação, cada uma delas desdobradas em tarefas ou funções didáticas, mas que convergem para a realização do ensino propriamente dito. (LIBÂNEO, J. C. Didática. São Paulo: Cortez, 2004, p. 72.)
Considerando que, para desenvolver sua prática pedagógica no dia a dia da sala de aula, no que diz respeito a cada operação didática inerente ao ato de planejar, executar e avaliar, o professor precisa dominar certos conhecimentos didáticos.
Abaixo apresentamos algumas afirmações que se referem a conhecimentos e domínios esperados pelo professor em sua prática pedagógica, avalie quais afirmações se referem a esses conhecimentos.
I. Conhecimento dos conteúdos da disciplina que pela qual é responsável, bem como capacidade de abordá-los de modo contextualizado.
II. Domínio das técnicas de elaboração de boas provas objetivas, pois essas se configuram como instrumentos de avaliação, qualiquantitativos, precisos e fidedignos.
III. Domínio de diferentes métodos e procedimentos de ensino e capacidade de escolhê-los e adequá-los conforme a natureza dos conteúdos a serem tratados e as características dos estudantes.
IV. Domínio do conteúdo do livro didático adotado, pois é ele que deve conter todos os conteúdos a serem trabalhados durante o ano letivo.
É correto apenas o que se afirma em:
III e IV.
I e II.
I e IV.
II e III.
I e III.
“O que os jornais chamam de Era da Informação nada mais é que o atestado de óbito da cultura de massa — um estilo de vida que surgiu com Gutenberg, no século XV, e foi a tônica da Revolução Industrial. Até hoje você foi obrigado a assistir ao mesmo filme que o vizinho, ler o mesmo jornal que outros 200 mil assinantes, comer o mesmo molho de tomate industrializado e usar uma calça jeans do mesmo modelo do seu amigo de trabalho. Esse tempo está chegando ao fim”.
BARREIRA, W. Era da informação: Tudo ao mesmo tempo agora. Superinteressante. n. 84, set. 1994.
O texto acima, realizava uma previsão acerca dos efeitos da Era da Informação na sociedade diante do século XXI. De acordo com as inúmeras transformações, assinale a seguir, os benefícios que a Tecnologia trouxe aos seres humanos:
I. O aumento da interatividade digital.
II. O acumulo de informações desnecessárias e a obesidade.
III. Cursos EAD apenas na modalidade da saúde.
IV. A facilidade na transmissão de notícias, informações e comunicação.
V. Conforto ao realizar as compras e recebê-las em casa.
A ordem correta é:
II e III, apenas.
II apenas.
I, II e III, apenas.
I, IV e V, apenas.
III apenas.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“Tudo o que a gente puder fazer no sentido de convocar os que vivem em torno da escola, e dentro da escola, no sentido de participarem, de tomarem um pouco o destino da escola na mão, também. Tudo o que a gente puder fazer nesse sentido é pouco ainda, considerando o trabalho imenso que se põe diante de nós que é o de assumir esse país democraticamente.” Paulo Freire
... uma democracia participativa amplia e aprofunda a perspectiva do horizonte político emancipador da democracia. Isto é: uma democracia em que todos os cidadãos, como sujeitos históricos conscientes, lutam pelos seus direitos legais, tentam ampliar esses direitos, acompanham e controlam socialmente a execução desses direitos, sem deixar de cumprir, em contrapartida, os deveres constitucionais de todo cidadão.
Nessa perspectiva, ser cidadão, como dizia Paulo Freire, é o ser político, capaz de questionar, criticar, reivindicar, participar, ser militante e engajado, contribuindo para a transformação de uma ordem social injusta e excludente.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A construção de uma escola pública democrática, na qual a participação efetiva se faça uma realidade constante, requer a consolidação e a atuação consciente dos diferentes órgãos colegiados. Nesse sentido, o Colegiado Escolar tem papel decisivo na democratização da educação.
PORQUE
II. Ele é um importante espaço de democratização, visto que reúne representantes de todos os membros da comunidade escolar (diretores, professores, funcionários, estudantes, pais) para discutir, definir e acompanhar o desenvolvimento do projeto político pedagógico da escola, ou seja, tudo o que acontece, permeia e envolve o ensino desenvolvido pela escola.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
![](data:image/png;base64,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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
As asserções I e II são proposições falsas.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
(ENADE – 2011/ com adaptações)
O fazer docente pressupõe a realização de um conjunto de operações didáticas coordenadas entre si. São o planejamento, a direção do ensino e da aprendizagem e a avaliação, cada uma delas desdobradas em tarefas ou funções didáticas, mas que convergem para a realização do ensino propriamente dito. (LIBÂNEO, J. C. Didática. São Paulo: Cortez, 2004, p. 72.)
Considerando que, para desenvolver sua prática pedagógica no dia a dia da sala de aula, no que diz respeito a cada operação didática inerente ao ato de planejar, executar e avaliar, o professor precisa dominar certos conhecimentos didáticos.
Abaixo apresentamos algumas afirmações que se referem a conhecimentos e domínios esperados pelo professor em sua prática pedagógica, avalie quais afirmações se referem a esses conhecimentos.
I. Conhecimento dos conteúdos da disciplina que pela qual é responsável, bem como capacidade de abordá-los de modo contextualizado.
II. Domínio das técnicas de elaboração de boas provas objetivas, pois essas se configuram como instrumentos de avaliação, qualiquantitativos, precisos e fidedignos.
III. Domínio de diferentes métodos e procedimentos de ensino e capacidade de escolhê-los e adequá-los conforme a natureza dos conteúdos a serem tratados e as características dos estudantes.
IV. Domínio do conteúdo do livro didático adotado, pois é ele que deve conter todos os conteúdos a serem trabalhados durante o ano letivo.
É correto apenas o que se afirma em:
III e IV.
I e II.
I e IV.
II e III.
I e III.
(ENADE – 2011/ com adaptações)
O fazer docente pressupõe a realização de um conjunto de operações didáticas coordenadas entre si. São o planejamento, a direção do ensino e da aprendizagem e a avaliação, cada uma delas desdobradas em tarefas ou funções didáticas, mas que convergem para a realização do ensino propriamente dito. (LIBÂNEO, J. C. Didática. São Paulo: Cortez, 2004, p. 72.)
Considerando que, para desenvolver sua prática pedagógica no dia a dia da sala de aula, no que diz respeito a cada operação didática inerente ao ato de planejar, executar e avaliar, o professor precisa dominar certos conhecimentos didáticos.
Abaixo apresentamos algumas afirmações que se referem a conhecimentos e domínios esperados pelo professor em sua prática pedagógica, avalie quais afirmações se referem a esses conhecimentos.
I. Conhecimento dos conteúdos da disciplina que pela qual é responsável, bem como capacidade de abordá-los de modo contextualizado.
II. Domínio das técnicas de elaboração de boas provas objetivas, pois essas se configuram como instrumentos de avaliação, qualiquantitativos, precisos e fidedignos.
III. Domínio de diferentes métodos e procedimentos de ensino e capacidade de escolhê-los e adequá-los conforme a natureza dos conteúdos a serem tratados e as características dos estudantes.
IV. Domínio do conteúdo do livro didático adotado, pois é ele que deve conter todos os conteúdos a serem trabalhados durante o ano letivo.
É correto apenas o que se afirma em:
III e IV.
I e II.
I e IV.
II e III.
I e III.
“O que os jornais chamam de Era da Informação nada mais é que o atestado de óbito da cultura de massa — um estilo de vida que surgiu com Gutenberg, no século XV, e foi a tônica da Revolução Industrial. Até hoje você foi obrigado a assistir ao mesmo filme que o vizinho, ler o mesmo jornal que outros 200 mil assinantes, comer o mesmo molho de tomate industrializado e usar uma calça jeans do mesmo modelo do seu amigo de trabalho. Esse tempo está chegando ao fim”.
BARREIRA, W. Era da informação: Tudo ao mesmo tempo agora. Superinteressante. n. 84, set. 1994.
O texto acima, realizava uma previsão acerca dos efeitos da Era da Informação na sociedade diante do século XXI. De acordo com as inúmeras transformações, assinale a seguir, os benefícios que a Tecnologia trouxe aos seres humanos:
I. O aumento da interatividade digital.
II. O acumulo de informações desnecessárias e a obesidade.
III. Cursos EAD apenas na modalidade da saúde.
IV. A facilidade na transmissão de notícias, informações e comunicação.
V. Conforto ao realizar as compras e recebê-las em casa.
A ordem correta é:
II e III, apenas.
II apenas.
I, II e III, apenas.
I, IV e V, apenas.
III apenas.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“Tudo o que a gente puder fazer no sentido de convocar os que vivem em torno da escola, e dentro da escola, no sentido de participarem, de tomarem um pouco o destino da escola na mão, também. Tudo o que a gente puder fazer nesse sentido é pouco ainda, considerando o trabalho imenso que se põe diante de nós que é o de assumir esse país democraticamente.” Paulo Freire
... uma democracia participativa amplia e aprofunda a perspectiva do horizonte político emancipador da democracia. Isto é: uma democracia em que todos os cidadãos, como sujeitos históricos conscientes, lutam pelos seus direitos legais, tentam ampliar esses direitos, acompanham e controlam socialmente a execução desses direitos, sem deixar de cumprir, em contrapartida, os deveres constitucionais de todo cidadão.
Nessa perspectiva, ser cidadão, como dizia Paulo Freire, é o ser político, capaz de questionar, criticar, reivindicar, participar, ser militante e engajado, contribuindo para a transformação de uma ordem social injusta e excludente.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A construção de uma escola pública democrática, na qual a participação efetiva se faça uma realidade constante, requer a consolidação e a atuação consciente dos diferentes órgãos colegiados. Nesse sentido, o Colegiado Escolar tem papel decisivo na democratização da educação.
PORQUE
II. Ele é um importante espaço de democratização, visto que reúne representantes de todos os membros da comunidade escolar (diretores, professores, funcionários, estudantes, pais) para discutir, definir e acompanhar o desenvolvimento do projeto político pedagógico da escola, ou seja, tudo o que acontece, permeia e envolve o ensino desenvolvido pela escola.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
![](data:image/png;base64,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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
III e IV.
I e II.
I e IV.
II e III.
I e III.
(ENADE – 2011/ com adaptações)
O fazer docente pressupõe a realização de um conjunto de operações didáticas coordenadas entre si. São o planejamento, a direção do ensino e da aprendizagem e a avaliação, cada uma delas desdobradas em tarefas ou funções didáticas, mas que convergem para a realização do ensino propriamente dito. (LIBÂNEO, J. C. Didática. São Paulo: Cortez, 2004, p. 72.)
Considerando que, para desenvolver sua prática pedagógica no dia a dia da sala de aula, no que diz respeito a cada operação didática inerente ao ato de planejar, executar e avaliar, o professor precisa dominar certos conhecimentos didáticos.
Abaixo apresentamos algumas afirmações que se referem a conhecimentos e domínios esperados pelo professor em sua prática pedagógica, avalie quais afirmações se referem a esses conhecimentos.
I. Conhecimento dos conteúdos da disciplina que pela qual é responsável, bem como capacidade de abordá-los de modo contextualizado.
II. Domínio das técnicas de elaboração de boas provas objetivas, pois essas se configuram como instrumentos de avaliação, qualiquantitativos, precisos e fidedignos.
III. Domínio de diferentes métodos e procedimentos de ensino e capacidade de escolhê-los e adequá-los conforme a natureza dos conteúdos a serem tratados e as características dos estudantes.
IV. Domínio do conteúdo do livro didático adotado, pois é ele que deve conter todos os conteúdos a serem trabalhados durante o ano letivo.
É correto apenas o que se afirma em:
III e IV.
I e II.
I e IV.
II e III.
I e III.
“O que os jornais chamam de Era da Informação nada mais é que o atestado de óbito da cultura de massa — um estilo de vida que surgiu com Gutenberg, no século XV, e foi a tônica da Revolução Industrial. Até hoje você foi obrigado a assistir ao mesmo filme que o vizinho, ler o mesmo jornal que outros 200 mil assinantes, comer o mesmo molho de tomate industrializado e usar uma calça jeans do mesmo modelo do seu amigo de trabalho. Esse tempo está chegando ao fim”.
BARREIRA, W. Era da informação: Tudo ao mesmo tempo agora. Superinteressante. n. 84, set. 1994.
O texto acima, realizava uma previsão acerca dos efeitos da Era da Informação na sociedade diante do século XXI. De acordo com as inúmeras transformações, assinale a seguir, os benefícios que a Tecnologia trouxe aos seres humanos:
I. O aumento da interatividade digital.
II. O acumulo de informações desnecessárias e a obesidade.
III. Cursos EAD apenas na modalidade da saúde.
IV. A facilidade na transmissão de notícias, informações e comunicação.
V. Conforto ao realizar as compras e recebê-las em casa.
A ordem correta é:
II e III, apenas.
II apenas.
I, II e III, apenas.
I, IV e V, apenas.
III apenas.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“Tudo o que a gente puder fazer no sentido de convocar os que vivem em torno da escola, e dentro da escola, no sentido de participarem, de tomarem um pouco o destino da escola na mão, também. Tudo o que a gente puder fazer nesse sentido é pouco ainda, considerando o trabalho imenso que se põe diante de nós que é o de assumir esse país democraticamente.” Paulo Freire
... uma democracia participativa amplia e aprofunda a perspectiva do horizonte político emancipador da democracia. Isto é: uma democracia em que todos os cidadãos, como sujeitos históricos conscientes, lutam pelos seus direitos legais, tentam ampliar esses direitos, acompanham e controlam socialmente a execução desses direitos, sem deixar de cumprir, em contrapartida, os deveres constitucionais de todo cidadão.
Nessa perspectiva, ser cidadão, como dizia Paulo Freire, é o ser político, capaz de questionar, criticar, reivindicar, participar, ser militante e engajado, contribuindo para a transformação de uma ordem social injusta e excludente.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A construção de uma escola pública democrática, na qual a participação efetiva se faça uma realidade constante, requer a consolidação e a atuação consciente dos diferentes órgãos colegiados. Nesse sentido, o Colegiado Escolar tem papel decisivo na democratização da educação.
PORQUE
II. Ele é um importante espaço de democratização, visto que reúne representantes de todos os membros da comunidade escolar (diretores, professores, funcionários, estudantes, pais) para discutir, definir e acompanhar o desenvolvimento do projeto político pedagógico da escola, ou seja, tudo o que acontece, permeia e envolve o ensino desenvolvido pela escola.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
![](data:image/png;base64,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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
III e IV.
I e II.
I e IV.
II e III.
I e III.
“O que os jornais chamam de Era da Informação nada mais é que o atestado de óbito da cultura de massa — um estilo de vida que surgiu com Gutenberg, no século XV, e foi a tônica da Revolução Industrial. Até hoje você foi obrigado a assistir ao mesmo filme que o vizinho, ler o mesmo jornal que outros 200 mil assinantes, comer o mesmo molho de tomate industrializado e usar uma calça jeans do mesmo modelo do seu amigo de trabalho. Esse tempo está chegando ao fim”.
BARREIRA, W. Era da informação: Tudo ao mesmo tempo agora. Superinteressante. n. 84, set. 1994.
O texto acima, realizava uma previsão acerca dos efeitos da Era da Informação na sociedade diante do século XXI. De acordo com as inúmeras transformações, assinale a seguir, os benefícios que a Tecnologia trouxe aos seres humanos:
I. O aumento da interatividade digital.
II. O acumulo de informações desnecessárias e a obesidade.
III. Cursos EAD apenas na modalidade da saúde.
IV. A facilidade na transmissão de notícias, informações e comunicação.
V. Conforto ao realizar as compras e recebê-las em casa.
A ordem correta é:
II e III, apenas.
II apenas.
I, II e III, apenas.
I, IV e V, apenas.
III apenas.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“Tudo o que a gente puder fazer no sentido de convocar os que vivem em torno da escola, e dentro da escola, no sentido de participarem, de tomarem um pouco o destino da escola na mão, também. Tudo o que a gente puder fazer nesse sentido é pouco ainda, considerando o trabalho imenso que se põe diante de nós que é o de assumir esse país democraticamente.” Paulo Freire
... uma democracia participativa amplia e aprofunda a perspectiva do horizonte político emancipador da democracia. Isto é: uma democracia em que todos os cidadãos, como sujeitos históricos conscientes, lutam pelos seus direitos legais, tentam ampliar esses direitos, acompanham e controlam socialmente a execução desses direitos, sem deixar de cumprir, em contrapartida, os deveres constitucionais de todo cidadão.
Nessa perspectiva, ser cidadão, como dizia Paulo Freire, é o ser político, capaz de questionar, criticar, reivindicar, participar, ser militante e engajado, contribuindo para a transformação de uma ordem social injusta e excludente.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A construção de uma escola pública democrática, na qual a participação efetiva se faça uma realidade constante, requer a consolidação e a atuação consciente dos diferentes órgãos colegiados. Nesse sentido, o Colegiado Escolar tem papel decisivo na democratização da educação.
PORQUE
II. Ele é um importante espaço de democratização, visto que reúne representantes de todos os membros da comunidade escolar (diretores, professores, funcionários, estudantes, pais) para discutir, definir e acompanhar o desenvolvimento do projeto político pedagógico da escola, ou seja, tudo o que acontece, permeia e envolve o ensino desenvolvido pela escola.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
II e III, apenas.
II apenas.
I, II e III, apenas.
I, IV e V, apenas.
III apenas.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“Tudo o que a gente puder fazer no sentido de convocar os que vivem em torno da escola, e dentro da escola, no sentido de participarem, de tomarem um pouco o destino da escola na mão, também. Tudo o que a gente puder fazer nesse sentido é pouco ainda, considerando o trabalho imenso que se põe diante de nós que é o de assumir esse país democraticamente.” Paulo Freire
... uma democracia participativa amplia e aprofunda a perspectiva do horizonte político emancipador da democracia. Isto é: uma democracia em que todos os cidadãos, como sujeitos históricos conscientes, lutam pelos seus direitos legais, tentam ampliar esses direitos, acompanham e controlam socialmente a execução desses direitos, sem deixar de cumprir, em contrapartida, os deveres constitucionais de todo cidadão.
Nessa perspectiva, ser cidadão, como dizia Paulo Freire, é o ser político, capaz de questionar, criticar, reivindicar, participar, ser militante e engajado, contribuindo para a transformação de uma ordem social injusta e excludente.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A construção de uma escola pública democrática, na qual a participação efetiva se faça uma realidade constante, requer a consolidação e a atuação consciente dos diferentes órgãos colegiados. Nesse sentido, o Colegiado Escolar tem papel decisivo na democratização da educação.
PORQUE
II. Ele é um importante espaço de democratização, visto que reúne representantes de todos os membros da comunidade escolar (diretores, professores, funcionários, estudantes, pais) para discutir, definir e acompanhar o desenvolvimento do projeto político pedagógico da escola, ou seja, tudo o que acontece, permeia e envolve o ensino desenvolvido pela escola.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“[...]. Dentre tantas atividades, a que eu mais gostava de rever era a parte da sala de aula. Não sei por que, mas adorava me observar sentado ali, na primeira carteira da fila, às vezes concentrado, às vezes conversando com o colega de trás. Essa visão recorda-me também um fato triste acontecido naquela época: uma colega de classe acabou perdendo a vida com apenas 6 anos de idade, e o pior é que a doença que supostamente havia tirado-lhe a vida era a mesma que havia sido diagnosticada em mim, pouco tempo antes. Foi a primeira vez em que tive que lidar com a morte, porém, como não a conhecia muito bem, acho que não senti muito a perda. ”[...] (FERREIRA, EntreVer, Florianópolis, v. 01, n.01, p. 23-28, 2011).
A partir do fragmento acima, retirado do texto, Memórias da Escola, de Ferreira, 2011, podemos relembrar de nossos estudos sobre a sala de aula: o espaço de convivência. Reflita sobre ele e analise as asserções abaixo:
O professor não deve desconsiderar a densidade afetiva vivida em sala de aula, pelo contrário, deve aproveitar essas experiências relacionando-as com as atividades escolares e com os conteúdos estudados, transformando a sala de aula em espaço de vivências.
PORQUE
Ao falarmos de espaço de vivências, estamos pensando na realidade de cada aluno e tudo aquilo que dá sentido à sua vida: suas ideias, crenças e valores, suas relações no bairro, no seu grupo de amigos, etc. É a partir desse entendimento que o professor deve proporcionar situações em que o mundo externo possa permear, ganhar significado e ultrapassar o espaço da sala de aula.
A respeito destas asserções, assinale a alternativa correta:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“Tudo o que a gente puder fazer no sentido de convocar os que vivem em torno da escola, e dentro da escola, no sentido de participarem, de tomarem um pouco o destino da escola na mão, também. Tudo o que a gente puder fazer nesse sentido é pouco ainda, considerando o trabalho imenso que se põe diante de nós que é o de assumir esse país democraticamente.” Paulo Freire
... uma democracia participativa amplia e aprofunda a perspectiva do horizonte político emancipador da democracia. Isto é: uma democracia em que todos os cidadãos, como sujeitos históricos conscientes, lutam pelos seus direitos legais, tentam ampliar esses direitos, acompanham e controlam socialmente a execução desses direitos, sem deixar de cumprir, em contrapartida, os deveres constitucionais de todo cidadão.
Nessa perspectiva, ser cidadão, como dizia Paulo Freire, é o ser político, capaz de questionar, criticar, reivindicar, participar, ser militante e engajado, contribuindo para a transformação de uma ordem social injusta e excludente.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A construção de uma escola pública democrática, na qual a participação efetiva se faça uma realidade constante, requer a consolidação e a atuação consciente dos diferentes órgãos colegiados. Nesse sentido, o Colegiado Escolar tem papel decisivo na democratização da educação.
PORQUE
II. Ele é um importante espaço de democratização, visto que reúne representantes de todos os membros da comunidade escolar (diretores, professores, funcionários, estudantes, pais) para discutir, definir e acompanhar o desenvolvimento do projeto político pedagógico da escola, ou seja, tudo o que acontece, permeia e envolve o ensino desenvolvido pela escola.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
Tanto a primeira como a segunda asserção, são proposições falsas.
A primeira asserção é uma proposição verdadeira, e a segunda, uma proposição falsa.
As duas asserções são proposições verdadeiras mas a segunda não é uma justificativa da primeira.
As duas asserções são proposições verdadeiras e a segunda é uma justificativa correta da primeira.
A primeira asserção é uma proposição falsa, e a segunda, uma proposição verdadeira.
“Tudo o que a gente puder fazer no sentido de convocar os que vivem em torno da escola, e dentro da escola, no sentido de participarem, de tomarem um pouco o destino da escola na mão, também. Tudo o que a gente puder fazer nesse sentido é pouco ainda, considerando o trabalho imenso que se põe diante de nós que é o de assumir esse país democraticamente.” Paulo Freire
... uma democracia participativa amplia e aprofunda a perspectiva do horizonte político emancipador da democracia. Isto é: uma democracia em que todos os cidadãos, como sujeitos históricos conscientes, lutam pelos seus direitos legais, tentam ampliar esses direitos, acompanham e controlam socialmente a execução desses direitos, sem deixar de cumprir, em contrapartida, os deveres constitucionais de todo cidadão.
Nessa perspectiva, ser cidadão, como dizia Paulo Freire, é o ser político, capaz de questionar, criticar, reivindicar, participar, ser militante e engajado, contribuindo para a transformação de uma ordem social injusta e excludente.
Disponível em: http://portal.mec.gov.br/seb/arquivos/pdf/Consescol/ce_cad1.pdf Acesso em: 15 ago. 2017 (Adaptado)
A partir do texto acima, avalie as asserções a seguir e a relação proposta entre elas:
I. A construção de uma escola pública democrática, na qual a participação efetiva se faça uma realidade constante, requer a consolidação e a atuação consciente dos diferentes órgãos colegiados. Nesse sentido, o Colegiado Escolar tem papel decisivo na democratização da educação.
PORQUE
II. Ele é um importante espaço de democratização, visto que reúne representantes de todos os membros da comunidade escolar (diretores, professores, funcionários, estudantes, pais) para discutir, definir e acompanhar o desenvolvimento do projeto político pedagógico da escola, ou seja, tudo o que acontece, permeia e envolve o ensino desenvolvido pela escola.
A respeito dessas asserções, assinale a opção correta.
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
As asserções I e II são proposições verdadeiras, e a segunda é uma justificativa correta da primeira.
A asserção I é uma proposição verdadeira, e a asserção II é uma proposição falsa.
As asserções I e II são proposições verdadeiras, mas a segunda não é uma justificativa correta da primeira.
A asserção I é uma proposição falsa, e a asserção II é uma proposição verdadeira.
As asserções I e II são proposições falsas.
IDEB é o Índice de Desenvolvimento da Educação Básica, criado em 2007, pelo Instituto Nacional de Estudos e Pesquisas Educacionais Anísio Teixeira (Inep), formulado para medir a qualidade do aprendizado nacional e estabelecer metas para a melhoria do ensino.
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Confira os resultados do IDEB de 2005 a 2017 e as projeções estipuladas em forma de metas para o Ensino Fundamental e Ensino Médio:
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)
Disponível em: http://ideb.inep.gov.br/resultado/resultado/resultadoBrasil.seam?cid=302681. Acesso em: 10 fev.2019.
Após a leitura atenta dos resultados tanto do IDEB Observado, quanto das Metas a serem atingidas em cada nível de ensino da Educação Básica, assinale a opção cuja interpretação e análise estejam pertinentes com os dados apresentados pelo Saeb e Censo Escolar:
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.
Leia e releia a citação abaixo:
" A infância é um artefato social e histórico, não uma simples entidade biológica." (Steinberg & Kincheloe, 2001, p.34).
Sobre essa afirmativa podemos considerar que:
I- As mudanças sociais são lineares, portanto, a ideia de infância também permanece inalterada.
II- A concepção de criança é uma noção historicamente construída e consequentemente vem mudando ao longo dos tempos.
III- A concepção de infância sofre variações de acordo com o momento histórico vivido por cada sociedade.
IV- A concepção de infância traz a ideia de pureza, de inocência e livre das preocupações adultas, independente das mudanças sociais.
V- A concepção de infância se modifica, mas os valores, as crenças, e os costumes que caracterizavam a educação da criança permanecem inalterados em cada etapa da vida humana.
Estão corretas apenas as alternativas:
O Ideb funciona como um indicador nacional que possibilita o monitoramento da qualidade da Educação pela população por meio de dados concretos, com o qual a sociedade pode se mobilizar em busca de melhorias. Para tanto, o Ideb é calculado a partir de dois componentes: a taxa de rendimento escolar (aprovação) e as médias de desempenho nos exames aplicados pelo Inep. Os índices de aprovação são obtidos a partir do Censo Escolar, realizado anualmente.
As médias de desempenho utilizadas são as da Prova Brasil, para escolas e municípios, e do Sistema de Avaliação da Educação Básica (Saeb), para os estados e o País, realizados a cada dois anos. As metas estabelecidas pelo Ideb são diferenciadas para cada escola e rede de ensino, com o objetivo único de alcançar 6 pontos até 2022, média correspondente ao sistema educacional dos países desenvolvidos. (Disponível em: http://portal.mec.gov.br/conheca-o-ideb. Acesso em: 14 fev. 2019.
Os maiores desafios em relação às metas do Ideb são do Ensino Médio e é bom reforçar que tal desafio é responsabilidade somente desse nível de ensino, já que o Ensino Fundamental, ano após ano, supera as metas e os alunos chegam ao Ensino Médio com os pré-requisitos necessários para obtenção do sucesso nos estudos.
As maiores projeções em metas atingidas, isto é, já concluídas são as do Ensino Médio, o que nos ajuda a compreender que nesse nível de ensino a qualidade da educação ofertada melhorou muito, superando o que era esperado, por isso, o aumento dos índices de matrícula em todas as Universidades do país.
Os Anos Iniciais do Ensino Fundamental foram os mais bem-sucedidos no alcance das metas, uma vez que em dez anos todas as escolas públicas da rede estadual e municipal atingiram as projeções almejadas e, embora por menor intervalo de tempo, as escolas da rede privada também conseguiram chegar aos resultados pretendidos.
As escolas públicas, estaduais e municipais, são as que possuem menor Ideb, por isso nunca atingem as metas almejadas. Essa realidade demonstra o quanto é necessário redimensionar o trabalho pedagógico para alcançar melhores índices e mudar essa condição desfavorável da escola pública quando comparada à escola particular.
As escolas privadas, por terem as maiores notas do Ideb, são as mais tranquilas em relação às metas a serem atingidas, portanto não carecem de melhorar a qualidade na oferta do ensino para atingirem os resultados, porque isso acontece de forma natural, como efeito dominó - o que é bom, a cada ano, melhor se tornará.