Cho 4 quả cầu cùng kích thước A, B, C, D và một đò...
Câu hỏi: Cho 4 quả cầu cùng kích thước A, B, C, D và một đòn bẩy (bỏ qua khối lượng của đòn bẩy) . Thí nghiệm cho thấy đòn bẩy cân bằng trong cả 3 trường hợp được bố trí theo sơ đồ ở hình 1 (gồm 3 hình: hình 1a, hình 1b và hình 1c).a. So sánh khối lượng riêng của chất làm thành các quả cầu.b. Trong thí nghiệm ở hình 1a, nếu nhúng ngập quả A vào dầu (D1 = 0,8g/cm3), nhúng ngập quả B vào nước (D2 = 1g/cm3) thì đòn bẩy nghiêng về phía nào?c. Trong thí nghiệm ở hình 1b và hình 1c, đòn bẩy nghiêng về phía nào nếu đem nhúng ngập tất cả các vật trong nước?![](data:image/png;base64,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)
Câu hỏi trên thuộc đề trắc nghiệm
vào chuyên vật lý trường THPT chuyên Lê Quý Đôn - Đà Nẵng - Năm học 2016 - 2017(có lời giải chi tiết)