A tabela a seguir mostra a expectativa de vida ou esperança...
Próximas questões
Com base no mesmo assunto
Ano: 2014
Banca:
Exército
Órgão:
CMCG
Prova:
Exército - 2014 - CMCG - Aluno do Colégio Militar (EF) - Matemática |
Q1330898
Matemática
A tabela a seguir mostra a expectativa de vida ou
esperança de vida dos brasileiros ao nascerem,
considerando o período de 2000 a 2013.
Esperança de vida ao nascer (em anos) - Brasil - 2000 a 2013![Imagem associada para resolução da questão](data:image/png;base64,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)
A partir dos dados apresentados na tabela, é correto afirmar que
Esperança de vida ao nascer (em anos) - Brasil - 2000 a 2013
A partir dos dados apresentados na tabela, é correto afirmar que