Concurso:
MPE-AL
Disciplina:
Engenharia Civil
Uma obra, com valor total de R$ 120.000,00, foi planejada para ser executada em quatro meses, conforme cronograma físico-financeiro apresentado a seguir, com a discriminação dos percentuais de execução das atividades previstos para cada mês.
![Imagem associada para resolução da questão](data:image/png;base64, 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)
Sabe-se também que a representação financeira de cada atividade em relação ao total da obra é: A: 20%; B: 30%; C: 40% e D: 10%. Ainda acerca do planejamento da obra apresentado no item anterior, pode-se afirmar que, ao final do 2º mês de obra, o desembolso acumulado previsto para o empreendimento será de
Sabe-se também que a representação financeira de cada atividade em relação ao total da obra é: A: 20%; B: 30%; C: 40% e D: 10%. Ainda acerca do planejamento da obra apresentado no item anterior, pode-se afirmar que, ao final do 2º mês de obra, o desembolso acumulado previsto para o empreendimento será de