A figura abaixo ilustra o comportamento padrão deflúvio/aflú...
Próximas questões
Com base no mesmo assunto
Ano: 2002
Banca:
CESPE / CEBRASPE
Órgão:
IBAMA
Prova:
CESPE / CEBRASPE - 2002 - IBAMA - Analista Ambiental |
Q255640
Meio Ambiente
A figura abaixo ilustra o comportamento padrão deflúvio/aflúvio da represa de Sobradinho – BA (média dos anos de 1977 a 1989).
![Imagem associada para resolução da questão](data:image/png;base64,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)
Com relação aos dados apresentados e à temática a eles pertinente, julgue os itens subseqüentes.
É possível inferir que há um período regular de escassez de chuvas na área da bacia hidrográfica de modo geral, e não apenas na localidade onde se situa a represa.
Com relação aos dados apresentados e à temática a eles pertinente, julgue os itens subseqüentes.
É possível inferir que há um período regular de escassez de chuvas na área da bacia hidrográfica de modo geral, e não apenas na localidade onde se situa a represa.