= 600 м/с жылдамдықпен ұшып шығады. Мылтықтың кері серпілген кездегі жылдамдығын табыңыз.
0,6 м/с
1. Нүкте х осі бойымен Х=0.1 cos (2πt - /4)заңы бойынша тербелістер жасайды. Тербелістер амплитудасын табу керек:
А) 0,1 м
1. Нүктенің жылдамдығы V = 4t + 8 заңдылығынмен өзгереді. Нүктенің үдеуі неге
тең?
4 м/с²
4. Нүктенің қозғалыс теңдеуі мына формуламен берілген:![](data:image/png;base64,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)
Достарыңызбен бөлісу: |