Từ cùng một vị trí và cùng thời điểm ${t}_{0}$= 0,...
Câu hỏi: Từ cùng một vị trí và cùng thời điểm ${t}_{0}$= 0, hai vật được cho chuyển động bằng hai cách khác nhau, vật ${m}_{1}$= 100g được thả rơi tự do không vận tốc đầu, vật ${m}_{2}$= 200g được ném ngang với vận tốc ban đầu ${v}_{02}$= 20√3 m/s , gia tốc trọng trường g = 10${m}{/}{s}^{2}$, độ cao h = 80m, bỏ qua lực cản của không khí. Độ lớn động lượng của hệ hai vật ở thời điểm t = 2s bằng
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)
A. 5,2kg.m/s
B. 6,2kg.m/s
C. 7,2kg.m/s
D. 9,2kg.m/s
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm vật lý 10 bài 23: Động lượng. Định luật bảo toàn động lượng