No circuito elétrico mostrado a seguir, a corrente elétrica...
Próximas questões
Com base no mesmo assunto
Ano: 2021
Banca:
IESES
Órgão:
Prefeitura de Palhoça - SC
Prova:
IESES - 2021 - Prefeitura de Palhoça - SC - Engenheiro Eletricista |
Q1726351
Engenharia Elétrica
No circuito elétrico mostrado a seguir, a corrente
elétrica em regime permanente, no amperímetro A,
mede 100 mA. Assinale a única alternativa, que
corresponde ao valor da tensão VA na fonte de
alimentação CC: ![Imagem associada para resolução da questão](data:image/png;base64,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)