O forte crescimento da urbanização que se verifica a partir ...
Próximas questões
Com base no mesmo assunto
Ano: 2019
Banca:
NUCEPE
Órgão:
Prefeitura de Teresina - PI
Prova:
NUCEPE - 2019 - Prefeitura de Teresina - PI - Professor de 2º Ciclo (6º ao 9º ano) - Geografia |
Q1729041
Geografia
O forte crescimento da urbanização que se verifica a partir do fim da Segunda Guerra Mundial, conforme se
verifica no gráfico, é contemporâneo de um forte crescimento demográfico, resultado de uma natalidade
elevada e de uma mortalidade em decréscimo, processos que foram ocasionados ![Imagem associada para resolução da questão](data:image/png;base64,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)