Trong hình bên, con đường lên núi rất ngoằn ngoèo....
Câu hỏi: Trong hình bên, con đường lên núi rất ngoằn ngoèo. Làm như thế có tác dụng gì?![](data:image/jpeg;base64,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)
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra chương 1- Cơ học- Đề 5Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra chương 1- Cơ học- Đề 5