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ENADE 2015: Alunos do Polo de Marcelino Vieira terão seus conhecimentos medidos nesse fim de semana

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
    De acordo com a Portaria Normativa nº 40 de 12 de dezembro de 2007, Art. 33-D, o Exame Nacional de Desempenho dos Estudantes (Enade), que integra o Sistema Nacional de Avaliação da Educação Superior (Sinaes), tem como objetivo aferir o desempenho dos estudantes em relação aos conteúdos programáticos previstos nas diretrizes curriculares do respectivo curso de graduação, e as habilidades e competências em sua formação.
   O Enade 2015 será realizado no dia 22/11/2015 e é regulamentado pela Portaria nº 3, de 6 de março de 2015, que determina que sejam avaliados os estudantes dos cursos que:
conferem diploma de bacharel em Administração; Administração Pública; Ciências Contábeis; Ciências Econômicas; Comunicação Social (Jornalismo); Comunicação Social (Publicidade e Propaganda); Design; Direito; Psicologia; Relações Internacionais; Secretariado Executivo; Teologia e Turismo.
   Conferem diploma de tecnólogo em Comércio Exterior; Design de Interiores; Design de Moda; Design Gráfico; Gastronomia; Gestão Comercial; Gestão da Qualidade; Gestão de Recursos Humanos; Gestão Financeira; Gestão Pública; Logística; Marketing e Processos Gerenciais.
    Os estudantes do Polo Universitário de Marcelino Vieira (Confere o diploma de bacharel em Administração Pública), poderão fazer a prova na própria sede da instituição desse dia 22, o Coordenado Romualdo Carneiro informa que o polo abrirá as 11:00 e fechará os portões as 12:00.

Boa sorte a todos!

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