Speed of a ball after collision

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SUMMARY

The discussion focuses on calculating the speed of a ball after an elastic collision with a bat, both initially moving at 1.9 m/s. Given that the mass of the bat is significantly larger than that of the ball, the final speed of the ball post-collision is determined to be 1.9 m/s. Additionally, the kinetic energy (KE) of the ball increases by a factor of 2 due to the collision, as derived from the principles of elastic collisions.

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Naldo6
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1. Homework Statement [/b]



A ball and bat, approaching one another each with the same speed of 1.9 m/s, collide. Find the speed of the ball after the collision. (Assume the mass of the bat is much much larger than the mass of the ball and that this is an elastic collision with no rotational motion).

2. Find the factor by which the KE of the ball increases due to the collision.

Could anyone help me?...
 
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Naldo6 said:
A ball and bat, approaching one another each with the same speed of 1.9 m/s, collide. Find the speed of the ball after the collision. (Assume the mass of the bat is much much larger than the mass of the ball and that this is an elastic collision with no rotational motion).

2. Find the factor by which the KE of the ball increases due to the collision.

Hi Naldo6! :smile:

Hint: call the mass of the ball m, and the mass of the bat M, solve in the usual way, and then let M/m tend to infinity.
 

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