Quan sát cân sau, nhận xét nào sau đây sai:
Câu hỏi: Quan sát cân sau, nhận xét nào sau đây sai:
![Quan sát cân sau, nhận xét nào sau đây sai: C. Khối lượng riêng của nước và của hình ảnh](data:image/png;base64,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)
A. Khối lượng riêng của nước lớn hơn dầu
B. Khối lượng nước lớn hơn dầu
C. Khối lượng riêng của nước và của dầu bằng nhau
D. A và B đều đúng
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm lý 6 chương 1 bài 11