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 |
Q1726339
Engenharia Elétrica
A Norma Brasileira NBR 5410 estabelece as condições
mínimas necessárias para o perfeito funcionamento de
uma instalação elétrica de baixa tensão garantindo
assim a segurança de pessoas e animais e a
preservação dos bens. Assinale a ÚNICA alternativa
em que não se aplica essa Norma:
Ano: 2021
Banca:
IESES
Órgão:
Prefeitura de Palhoça - SC
Prova:
IESES - 2021 - Prefeitura de Palhoça - SC - Engenheiro Eletricista |
Q1726340
Engenharia Elétrica
Com relação ao projeto elétrico de fornecimento de
energia em baixa tensão para edificações individuais,
assinale a única alternativa que corresponde ao
conceito de uma Caixa de Inspeção:
Ano: 2021
Banca:
IESES
Órgão:
Prefeitura de Palhoça - SC
Prova:
IESES - 2021 - Prefeitura de Palhoça - SC - Engenheiro Eletricista |
Q1726341
Engenharia Elétrica
Um motor trifásico, na configuração estrela, tem uma
corrente de partida de 1A. Esse mesmo motor, na
configuração delta, terá uma corrente de partida no
valor de:
Ano: 2021
Banca:
IESES
Órgão:
Prefeitura de Palhoça - SC
Prova:
IESES - 2021 - Prefeitura de Palhoça - SC - Engenheiro Eletricista |
Q1726342
Engenharia Elétrica
Considerando que no circuito elétrico a seguir, o valor
do resistor R=2Ω e da corrente I=1/2A. Os valores da
resistência equivalente e da tensão, medidas nos
pontos A e B, são 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 |
Q1726343
Engenharia Elétrica
Este tipo de motor CC tem suas curvas características
de velocidade × carga e torque × carga demonstrada no
gráfico abaixo. A velocidade básica é a velocidade com
carga máxima. O ajuste de velocidade é feito inserindose uma resistência no campo usando um reostato de
campo. Numa posição do reostato, a velocidade do
motor, permanece praticamente constante para todas
as cargas. Essas características dizem respeito ao: ![Imagem associada para resolução da questão](data:image/png;base64,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)