Two ball A and B are approaching each other with the velocities 4.5 m/s and 7.2 m/s respectively. The man of ball A is 3.2 kg
While that of ball is 5.4 kg. Fine the velocity of the two bodies after the impact assuming that the collision is perfectly inelastic.
Let us choose the positive axis direction along the velocity of the ball B. Momentum before the impact is "m_B v_B - m_A v_A", and after is "(m_A + m_B) v", where "v" is unknown. According to the conservation of momentum "m_B v_B - m_A v_A = (m_A + m_B) v", from where "v = \\frac{m_B v_B - m_A v_A}{m_A + m_B} \\approx 2.84 \\frac{m}{s}"
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