A professora de matemática aplicou uma prova em uma turma co...
Próximas questões
Com base no mesmo assunto
Ano: 2022
Banca:
FUNDATEC
Órgão:
Prefeitura de Protásio Alves - RS
Prova:
FUNDATEC - 2022 - Prefeitura de Protásio Alves - RS - Cargos de Nível Médio |
Q2036798
Matemática
A professora de matemática aplicou uma prova em uma turma com 20 alunos.
Considerando as notas dos alunos conforme a tabela a seguir, pode-se afirmar que a média da nota
da turma foi de:
![Imagem associada para resolução da questão](data:image/png;base64,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)