Cho mạch điện có sơ đồ như hình vẽ. Biết rằng khi...
Câu hỏi: Cho mạch điện có sơ đồ như hình vẽ. Biết rằng khi công tắc đóng thì đèn sáng. Hỏi khi công tắc ngắt thì giữa hai điểm nào có hiệu điện thế (khác không) ? ![](data:image/png;base64,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)
A Giữa hai điểm A và B ;
B Giữa hai điểm E và C ;
C Giữa hai điểm D và E ;
D Giữa hai điểm A và D
Câu hỏi trên thuộc đề trắc nghiệm
Cường độ dòng điện Hiệu điện thế