Hai dao động điều hòa cùng phương có đồ thị mô tả...
Câu hỏi: Hai dao động điều hòa cùng phương có đồ thị mô tả như hình vẽ. Gọi (x1t1, x2t1), (x1t2, x2t2) lần lượt là các tọa độ của x1 và x2 ở các thời điểm t1 và t2 như trên đồ thị. Biểu thức đúng là
![Hai dao động điều hòa cùng phương có đồ thị mô tả như hình vẽ. Gọi (x1t1, x2t1), hình ảnh](data:image/jpeg;base64,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)
A. $\;{x_{1t1}} + {x_{2t1}} = - 3\sqrt 3 cm$
B.$\;{x_{1t1}} + {x_{2t1}} = - 4,5cm$
C. $\;{x_{1t2}} - {x_{2t2}} = 3\sqrt 3 cm$
D. $\;{x_{1t2}} - {x_{2t2}} = 3cm$
Câu hỏi trên thuộc đề trắc nghiệm
Đề luyện thi THPT môn Lý lần 1 năm 2021 Trần Cao Vân (có đáp án)