Cho mạch điện có sơ đồ như hình a) Biết các hiệu điện thế U12 2,4V ;U23 2,5V. Hãy tính U13 .b) Biết U13 11,2V; U12 5,8V. Hãy tính U23. c) Biết U23 11,5V; U13 23,2V. Hãy tính U12. Bài tập 2: Cho mạch điện gồm nguồn điện 2 pin, khóa K, 2 bóng đèn mắc nối tiếp, Ampe kế, Vôn kế, dây dẫn.a. Vẽ sơ đồ mach điện, Ampe kế đo cường độ dòng đ...
Đọc tiếp
Cho mạch điện có sơ đồ như hình
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)
a) Biết các hiệu điện thế U12 = 2,4V ;U23 = 2,5V. Hãy tính U13 .
b) Biết U13 = 11,2V; U12 = 5,8V. Hãy tính U23.
c) Biết U23 = 11,5V; U13 = 23,2V. Hãy tính U12. Bài tập 2:
Cho mạch điện gồm nguồn điện 2 pin, khóa K, 2 bóng đèn mắc nối tiếp, Ampe kế, Vôn kế, dây dẫn.
a. Vẽ sơ đồ mach điện, Ampe kế đo cường độ dòng điện qua mạch chính, Vôn kế đo hiệu điện thế giữa đầu bóng đèn 1.
b. Số chỉ Ampe kế là 0,5A. Tính cường độ dòng điện qua các bóng đèn.
c. Số chỉ Vôn kế 1 là 2,6V, số chỉ Vônkế 2 là 3V. Tính hiệu điện thế giữa hai đầu mạch điện
Bài tập 3:
Có mạch điện gồm: nguồn điện 3V (2pin mắc liên tiếp), hai bóng đèn như nhau, khóa K, dây dẫn, Ampe kế đo cường độ dòng điện qua mạch chính, Vôn kế đo hiệu điện thế giữa hai cuc của nguồn điện
a/ Vẽ sơ đồ mạch điện khi hai bóng đèn mắc song song và dùng mũi tên để chỉ chiều dòng điện chạy trong mạch?
b/ Biết Ampe kế trong mạch chính chỉ1,6 A và Ampe kế ở bóng đèn thứ nhất chỉ 0,7 A thì số chỉ của Ampe kế ở bóng đèn thứ hai là bao nhiêu?
c/ Vôn kế chỉ 3V. Xác định hiệu điện thế giữa hai đầu bóng đèn 1 và bóng đèn 2 là bao nhiêu?