Quan sát hình vẽ (hình 4). Cho biết.
Câu hỏi: Quan sát hình vẽ (hình 4). Cho biết. a. Khung dây sẽ quay như thế nào? Tại sao? b. Khung có quay được mãi không? Vì sao? Cách khắc phục?![](data:image/png;base64,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)
Câu hỏi trên thuộc đề trắc nghiệm
- Điện - Từ trường ( có lời giải chi tiết)