Questões de Concurso Público Prefeitura de Palhoça - SC 2021 para Engenheiro Eletricista
Foram encontradas 23 questões
Ano: 2021
Banca:
IESES
Órgão:
Prefeitura de Palhoça - SC
Prova:
IESES - 2021 - Prefeitura de Palhoça - SC - Engenheiro Eletricista |
Q1726354
Engenharia Elétrica
Em relação ao funcionamento dos transformadores,
assinale a única alternativa INCORRETA:
Ano: 2021
Banca:
IESES
Órgão:
Prefeitura de Palhoça - SC
Prova:
IESES - 2021 - Prefeitura de Palhoça - SC - Engenheiro Eletricista |
Q1726355
Engenharia Elétrica
No circuito elétrico a seguir, o valor da corrente I e o da
tensão no resistor de 2Ω serão respectivamente: ![Imagem associada para resolução da questão](data:image/png;base64,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)
Ano: 2021
Banca:
IESES
Órgão:
Prefeitura de Palhoça - SC
Prova:
IESES - 2021 - Prefeitura de Palhoça - SC - Engenheiro Eletricista |
Q1726356
Engenharia Elétrica
A escolha do método de aterramento a ser utilizado em um projeto elétrico é de grande importância. Para a escolha
do método ideal, são considerados alguns pontos como a existência de cargas monofásicas e, também, é verificada a
necessidade de continuidade operacional da planta, pois alguns destes métodos permitem a operação mesmo
durante a ocorrência de uma falta. O sistema de aterramento que é classificado como flutuante (neutro não aterrado),
esta representada pela figura: