Analise as pirâmides etárias de três subprefeituras do munic...
Próximas questões
Com base no mesmo assunto
Ano: 2015
Banca:
VUNESP
Órgão:
Prefeitura de São Paulo - SP
Prova:
VUNESP - 2015 - Prefeitura de São Paulo - SP - Analista de Planejamento e Desenvolvimento Organizacional - Ciências Econômicas |
Q1381738
História e Geografia de Estados e Municípios
Analise as pirâmides etárias de três subprefeituras do município de São Paulo para responder à questão.
![Imagem associada para resolução da questão](data:image/png;base64,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)
(http://infocidade.prefeitura.sp.gov.br/graficos/7_piramides_etarias_2010_10610.pdf)
Assinale a alternativa que apresenta a afirmação correta sobre uma das pirâmides.
(http://infocidade.prefeitura.sp.gov.br/graficos/7_piramides_etarias_2010_10610.pdf)
Assinale a alternativa que apresenta a afirmação correta sobre uma das pirâmides.