A imagem abaixo nos mostra uma representação esquemática de ...
Próximas questões
Com base no mesmo assunto
Ano: 2023
Banca:
FUNDATEC
Órgão:
Prefeitura de Porto Alegre - RS
Prova:
FUNDATEC - 2023 - Prefeitura de Porto Alegre - RS - Professor - Geografia |
Q2167290
Geografia
A imagem abaixo nos mostra uma representação esquemática de uma bacia
hidrográfica, na qual a letra “A” indica a nascente do rio principal e “B” indica a foz deste: ![Imagem associada para resolução da questão](data:image/png;base64,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)
Acerca das informações encontradas na representação da bacia hidrográfica acima, analise as assertivas a seguir e assinale V, se verdadeiras, ou F, se falsas.
( )Os locais indicados pelas letras “C” e “E” indicam dois afluentes que estão localizados na margem direita do rio principal.
( )A representação de bacia hidrográfica como na imagem nos mostra apenas o rio principal e alguns de seus afluentes.
( )Uma fábrica, ao ser instalada na posição representada pela letra “F”, acabará poluindo as águas de quase todo o percurso do rio principal já que estará instalada próxima à foz deste rio.
( )Os dejetos lançados pelo vilarejo que está na posição representada pela letra “C” não atingirão áreas que estão mais próximas à nascente do rio principal. Porém, esses dejetos poluirão áreas próximas à foz do rio, área representada pela letra “B”.
( )A parte da imagem que está acima do rio principal apresenta áreas que ficam na margem direita deste. Já a margem esquerda do rio principal aparece na parte inferior da imagem.
A ordem correta de preenchimento dos parênteses, de cima para baixo, é:
Acerca das informações encontradas na representação da bacia hidrográfica acima, analise as assertivas a seguir e assinale V, se verdadeiras, ou F, se falsas.
( )Os locais indicados pelas letras “C” e “E” indicam dois afluentes que estão localizados na margem direita do rio principal.
( )A representação de bacia hidrográfica como na imagem nos mostra apenas o rio principal e alguns de seus afluentes.
( )Uma fábrica, ao ser instalada na posição representada pela letra “F”, acabará poluindo as águas de quase todo o percurso do rio principal já que estará instalada próxima à foz deste rio.
( )Os dejetos lançados pelo vilarejo que está na posição representada pela letra “C” não atingirão áreas que estão mais próximas à nascente do rio principal. Porém, esses dejetos poluirão áreas próximas à foz do rio, área representada pela letra “B”.
( )A parte da imagem que está acima do rio principal apresenta áreas que ficam na margem direita deste. Já a margem esquerda do rio principal aparece na parte inferior da imagem.
A ordem correta de preenchimento dos parênteses, de cima para baixo, é: