Understanding Momentum in Collisions: Truck vs. Car Velocity Change

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In a collision between a truck and a car, the change in velocity will not be the same due to their differing masses. While momentum is conserved, the formula p=mv indicates that the change in momentum will be equal for both vehicles. This means that the truck, having a larger mass, will experience a smaller change in velocity compared to the car. Therefore, the relationship between mass and velocity change is crucial in understanding the dynamics of the collision. The discussion highlights the importance of mass in determining the effects of momentum in collisions.
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If a truck and a car collide will they both have the same change in velocity?

Since the momentum before has to equal the momentum afterward wouldn't the change in the velocity also be equal?

Thank you.

Stephen
 
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No, because they have different masses. Their change in momentum will be equal, p=mv.
 
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