2. Two hockey pucks collide on a horizontal, frictionless surface. The velocities of both pucksbefore the collision are shown in the drawing. After they collide, puck A is moving asshown. Assume that the mass of puck A is twice as large as the mass of puck B: MA2MB. Assume the collision last for t seconds.=BEFOREAB4025 m/s30 m/s25°AFTER(A)B) v=?15 m/s(a) Find the velocity of puck B after the collision, expressed in component form(b) Find the average force that puck A exerts on Puck B, expressed in component form(c) Find the average force that puck B exerts on Puck A, expressed in component form.

Velocity of puck A before a collision can be written in component form as uA→=25cos40i-25sin40j m/s…

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