Cho mạch điện như hình bên. Biết E = 12 V; r =1Ω;...
Câu hỏi: Cho mạch điện như hình bên. Biết E = 12 V; r =1Ω; R1 = 3 Ω; R2=R3 = 4 Ω. Bỏ qua điện trở của dây nối. Công suất tiêu thụ điện của R1 là![](data:image/png;base64,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)
A 9,0 W.
B 6,0 W.
C 4,5 W
D 12,0 W.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi chính thức THPT QG môn Vật lý năm 2018 - Mã đề 204 ( có lời giải chi tiết)