21. Екі пластилин шарик массалары m1 және m2 , бір-біріне қарама-қарсы v1 және v2 жылдамдықтармен ұшып келіп, серпімсіз соқтығысады. Бөлінген жылудың мөлшерін анықтаңдар.
Шешуі:
Импульстің сақталу заңын негізге ала отырып:
және энергияның сақталу заңына негізделе отырып:
Солға қарай бағытты оң деп санап, алатынымыз:
Алынған теңдеулер жүйесінен жылдамдықты шығарып аламыз:
![](data:image/png;base64,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)
Жауабы:
Достарыңызбен бөлісу: |