O governo divulgou nesta quarta-feira as notas do Saresp (Sistema de Avaliação do Rendimento Escolar do Estado de São Paulo) de 2011. A prova avaliou os alunos do 5º e 9º ano do ensino fundamental e do 3º ano do ensino médio.
Em geral, houve pouco aumento das notas de matemática e de português de 2011 em relação a 2010. O maior avanço da média foi em língua portuguesa do 5º ano, que subiu 4,6 pontos.
O pior desempenho foi em português entre os alunos do 3º ano do ensino médio, onde não houve melhora em relação ao ano anterior.
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)
AVALIAÇÃO
Cada série tem um grupo de temas que deveria ser de domínio dos alunos. Desse forma, o desempenho deles é enquadrado em quatro etapas: abaixo do básico, básico, adequado e avançado.
Entre os estudantes que estão saindo do ensino médio, 58,4% tiveram desempenho considerado abaixo do básico em matemática. Apenas 4,2% deles têm conhecimento adequado para a série.
Em português, 37,5% dos alunos do 3º ano aprenderam abaixo do básico. Já 38,4% têm conhecimento só do básico da disciplina.
Fonte: folha.com/saber