Hai mạch dao động điện từ LC lí tưởng đang có dao...
Câu hỏi: Hai mạch dao động điện từ LC lí tưởng đang có dao động điện từ tự do với các cường độ dòng điện tức thời trong hai mạch là i1 và i2 được biểu diễn như hình vẽ. Tổng điện tích của hai tụ điện trong hai mạch ở cùng một thời điểm có giá trị lớn nhất bằng![](data:image/png;base64,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)
A. \(\frac{4}{\pi }\mu C\)
B. \(\frac{5}{\pi }\mu C\)
C. \(\frac{3}{\pi }\mu C\)
D. \(\frac{{10}}{\pi }\mu C\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG 2018 môn Vật lý THPT Chuyên Thái Nguyên lần 2