1. Điện trường là gì?2. Cho mạch điện như hình vẽ,...
Câu hỏi: 1. Điện trường là gì?2. Cho mạch điện như hình vẽ, biết nguồn có suất điện động E = 12(V), điện trở trong r = 2 (Ω), R = 0,5 (Ω), điện trở dây nối không đáng kể. Biến trở Rx có giá trị bao nhiêu để công suất tiêu thụ điện ở mạch ngoài là lớn nhất?![](data:image/png;base64,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Câu hỏi trên thuộc đề trắc nghiệm
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