Lịch tập huấn dành cho giáo viên và nhà trường tuần 3, xem ngay!
Ứng dụng OLM Phụ huynh cập nhật: Xem được chi tiết bài làm của con!
Hãy nhập câu hỏi của bạn vào đây, nếu là tài khoản VIP, bạn sẽ được ưu tiên trả lời.
vẽ sơ đồ một mạch điện gồm : 2 pin,2 bóng đèn mắc nói tiếp, 1 công tắc ,1 am pekế và một số đoạn dây dẫn. Biểu diễn chiều dòng điện chạy trong đoạn mạch
Sơ đồ mạch điện:
hãy vẽ sơ đồ mạch điện gồm:1 nguồn điện,gồm 2 pin mắc nối tiếp, 1 bóng đèn, 1 công tắc đóng, 1 số dây dẫn. Vẽ mũi tên để biểu diễn chiều dòng điện chạy trong mạch?
Câu 1: Vẽ sơ đồ mạch điện kín gồm nguồn điện một pin, 1 công tắc đóng, 1 bóng đèn và dây dẫn. Dùng mũi tên chỉ rõ chiều dòng điện chạy trong mạch.
Câu 2: Cho mạch điện gồm hai pin mắc nối tiếp với một bóng đèn, một công tắc và các dây dẫn điện.
tui cảm ơnnnnnnnn
Vẽ sơ đồ mạch điện gồm: 1 nguồn điện (1 pin), 1 công tắc, 1 bóng đèn dây tóc, 1 ampe kế mắc vào mạch để đo cường độ dòng điện chạy trong mạch và các đoạn dây dẫn cần thiết trong trường hợp đèn sáng. Dùng mũi tên biểu diễn chiều dòng điện chạy trong mạch và kí hiệu rõ các chốt của ampe kế. Xin lũi mình ngu lý:(((((
về đáp án thì đúng nhưng mĩ qua thì...
Vẽ sơ đồ mạch điện gồm: 2 pin mắc nối tiếp, 1 bóng đèn, 1 công tắc và một số dây dẫn. Xác định chiều dòng điện trong mạch
a. Vẽ sơ đồ mạch điện gồm 1 nguồn điện 3 pin mắc nối tiếp, 1 bóng đèn, 1 công tắc đóng và dây dẫn điện. Dùng mũi tên chỉ chiều dòng điện trong mạch?b. Vẽ sơ đồ mạch điện gồm 2 nguồn điện mắc nối tiếp, 1 bóng đèn, 1 công tắc đóng và dây dẫn điện. Dùng mũi tên chỉ chiều dòng điện trong mạch?
Câu 3 Vẽ sơ đồ và biểu diễn chiều dòng điện trong mạch điện gồm: nguồn điện gồm 2 pin mắc nối tiếp, 1 công tắc đóng, 2 bóng đèn nối tiếp và dây dẫn. Giúp với ạ=))
Vẽ sơ đồ mạch và chiều dòng điện chạy trong sơ đồ 2 bóng đèn mắc liên tiếp nhau, một công tắc đóng, nguồn điện 2 pin và các đoạn dây dẫn. Khi một bóng đèn bị cháy thì bóng đèn còn lại có sáng không? Vì sao?
Cho các dụng cụ điện gồm 2 nguồn điện mắc nối tiếp một bóng đèn dây tóc một công tắc đóng dây dẫn
b) vẽ sơ đồ mạch điện gồm những dụng cụ điện như trên và mắc thêm 1 ampe kế đo cường độ dòng điện chạy trong mạch điện đồng thời biểu diễn chiều dòng điện chạy trong mạch
Vẽ sơ đồ mạch điện và biểu diễn chiều dòng điện trong mạch điện: Nguồn gồm 2 pin mắc nối tiếp, một công tắc, một bóng đèn
Sơ đồ có mạch điện.
Sơ đồ mạch điện:![](data:image/png;base64,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)