Hai xe ô tô A và B có khối lượng ${m}_{A}{=}{2}{m}...
Câu hỏi: Hai xe ô tô A và B có khối lượng ${m}_{A}{=}{2}{m}_{B}$, có đồ thị tọa độ - thời gian của hai xe như ở hình bên. Gọi ${W}_{{{đ}{A}}}{,}{W}_{{{đ}{B}}}$ tương ứng là động năng của xe A và xe B. Kết luận đúng là
![](data:image/png;base64,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)
A. ${W}_{{{đ}{A}}}{=}{4}{W}_{{{đ}{B}}}$
B. ${W}_{{{đ}{A}}}{=}{18}{W}_{{{đ}{B}}}$
C. ${W}_{{{đ}{A}}}{=}{6}{W}_{{{đ}{B}}}$
D. ${W}_{{{đ}{A}}}{=}{9}{W}_{{{đ}{B}}}$
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm vật lý 10 bài 25: Động năng