Hãy cho biết, giá trị mà chiếc miliampe kế đo được...
Câu hỏi: Hãy cho biết, giá trị mà chiếc miliampe kế đo được là bao nhiêu?![](data:image/jpeg;base64,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)
A 0,06mA.
B 0,6mA.
C 0,12mA.
D 0,012mA.
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra chương 3- Điện học- Đề 3A 0,06mA.
B 0,6mA.
C 0,12mA.
D 0,012mA.
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra chương 3- Điện học- Đề 3