Considerando que no circuito elétrico a seguir, o valor do ...
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 |
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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)