Prova do ENADE é nesse domingo

..


data:image/jpg;base64,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 

No próximo domingo (6), 376 mil universitários de 8, 8 mil cursos superiores devem participar do Exame  Nacional de Desempenho Estudantes (Enade). A prova é um dos principais componentes dos indicadores utilizados pelo Ministério da Educação (MEC) para avaliar a qualidade dos cursos superiores. O exame é aplicado pelo Instituto Nacional de Estudos e Pesquisas Educacionais (Inep) e a participação dos alunos selecionados é obrigatória. Quem faltar à prova fica impedido de colar grau e, consequentemente, obter o diploma de conclusão do curso. A partir deste ano, apenas os alunos concluintes farão a prova. Antes, os calouros também tinham que participar, mas a avaliação de ingressantes foi substituída pelo Exame Nacional do Ensino Médio (Enem), que é aplicado aos alunos no fim do ensino médio.
Este ano participam do Enade alunos dos cursos de arquitetura e urbanismo, engenharia, biologia, ciências sociais, computação filosofia, física, geografia, história, letras, matemática, química, pedagogia, educação física, artes visuais e música. Também serão avaliados estudantes de cursos superiores de tecnologia em alimentos, construção de edifícios, automação industrial, gestão da produção industrial, manutenção industrial, processos químicos, fabricação mecânica, análise e desenvolvimento de sistemas, redes de computadores e saneamento ambiental. As provas começam às 13h (horário de Brasília) e serão aplicadas em 1.365 municípios. O aluno pode consultar o local de prova na página do Inep na internet. Também é obrigatório o preenchimento do questionário do estudante utilizado para colher informações sobre o perfil socioeconômico do aluno e das condições da oferta de ensino pelas instituições. Para preencher esse questionário, o inscrito deve acessar  a página do Enad na internet.

Postar um comentário

0 Comentários