A body of mass moving with an unknown velocity of

PHYSICS · Single correct · AP · Physics 1: Algebra-based · Linear Momentum · Linear Momentum

Problem

A body of mass m1m_1 moving with an unknown velocity of v1i^v_1 \hat{i} , undergoes a collinear collision with a body of mass m2m_2 moving with a velocity v2i^v_2 \hat{i} . After collision, m1m_1 and m2m_2 move with velocities of v3i^v_3 \hat{i} and v4i^v_4 \hat{i} , respectively. If m2=0.5m1m_2 = 0.5 m_1 and v3=0.5v1v_3 = 0.5 v_1 , then v1v_1 is : (1) v4−v22v_4 - \frac{v_2}{2} (2) v4−v2v_4 - v_2 (3) v4−v24v_4 - \frac{v_2}{4} (4) v4+v2v_4 + v_2

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