O risco ao qual a sociedade está sujeita num ambiente urbano...
Próximas questões
Com base no mesmo assunto
Ano: 2019
Banca:
FURB
Órgão:
Prefeitura de Porto Belo - SC
Prova:
FURB - 2019 - Prefeitura de Porto Belo - SC - Engenheiro Sanitarista |
Q1801417
Engenharia Ambiental e Sanitária
O risco ao qual a sociedade está sujeita num ambiente urbano é alto, devido aos vários fatores relacionados
com a oferta de recursos naturais, impactos inter-relacionados, ocupação de áreas de risco, eventos naturais e
antrópicos. Nesse sentido, associe a segunda coluna de acordo com a primeira, cuja terminologia é bastante
utilizada na gestão dos riscos das águas urbanas:
![Imagem associada para resolução da questão](data:image/png;base64,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)
Assinale a alternativa que apresenta a correta associação entre as colunas:
Assinale a alternativa que apresenta a correta associação entre as colunas: