Câu 8 Cho sơ đồ mạch điện sau đây. Vôn kế V1 có số chỉ là 1,5 V, vôn kế V2 có số chỉ là 2,8 V. Phát biểu nào sau đây không đúng? A,Hiệu điện thế giữa hai đầu đèn Đ1 và Đ2 là 1,3 V.B,Hiệu điện thế giữa hai đầu đoạn mạch là 4,3 V.C,Hiệu điện thế giữa hai đầu đèn Đ1 là 1,5 V.D,Hiệu điện thế giữa hai đầu đèn Đ2 là 2,8 V.Câu 9 Chọn phát biểu đúng. A,Số chỉ của ampe kế A1 và A2 là khác nhau.B,Số chỉ của các ampe kế cho biết cường độ dòng điện chạy trong mạch.C,Số chỉ của ampe kế A2 chỉ cho biết cườ...
Đọc tiếp
Câu 8 Cho sơ đồ mạch điện sau đây. Vôn kế V1 có số chỉ là 1,5 V, vôn kế V2 có số chỉ là 2,8 V. Phát biểu nào sau đây không đúng?
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HjbPPSD+Jr/j2YRBPcWFGvZokZBWRdq/MW2zWhCeJjxjcNNKT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%0AGEn4RhFzffZ0Xq9gMplMqvj4+A+fOsYfwsOhSgAAAABJRU5ErkJggg==)
A,Hiệu điện thế giữa hai đầu đèn Đ1 và Đ2 là 1,3 V.
B,Hiệu điện thế giữa hai đầu đoạn mạch là 4,3 V.
C,Hiệu điện thế giữa hai đầu đèn Đ1 là 1,5 V.
D,Hiệu điện thế giữa hai đầu đèn Đ2 là 2,8 V.
Câu 9 Chọn phát biểu đúng.
![](data:image/jpeg;base64,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)
A,Số chỉ của ampe kế A1 và A2 là khác nhau.
B,Số chỉ của các ampe kế cho biết cường độ dòng điện chạy trong mạch.
C,Số chỉ của ampe kế A2 chỉ cho biết cường độ dòng điện qua đèn Đ2.
D,Số chỉ của ampe kế A1 chỉ cho biết cường độ dòng điện qua đèn Đ1.
làm đúng rùm mik với