What Is the Change in Momentum of a Golf Ball During Impact?

AI Thread Summary
The discussion focuses on calculating the change in momentum of a golf ball during impact with a club head. The ball's mass is 43.80 g, and it accelerates from rest to a speed of 64.60 m/s over 0.980 ms. The change in momentum is calculated as 2.83 kg*m/s. There is confusion regarding the calculation of impulse (J) and average force (Favg), particularly in determining the correct parameters for J. The participant is uncertain about the relationship between impulse and change in momentum, indicating a need for clarification on these concepts.
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Homework Statement


A golf ball with a mass of 43.80 g can be blasted from rest to a speed of 64.60 m/s during impact with a club head. Assume that the impact lasts only about 0.980 ms. Calculate the change in momentum of the ball.


Homework Equations


P = mv
Change in P = Pf - Pi
J = 1/2 base * height
Favg = J/Change in time

The Attempt at a Solution


Mg = .04380kg
Vi = 0m/s
Vf = 64.60m/s
Time = .00098s

A.) Change in P = (.04380kg * 64.60m/s) - (.04380kg - 0m/s) = 2.83kg*m/s RIGHT
B.) J = 1/2 * 0.00098s * 2.83kg*m/s = .001386
Favg = (0.001386N/s)/(0.00098s) = 1.415N WRONG...But I don't know why. I think it has to do with when I calculated J I am not sure if my height (Fmax) is supposed to be the 2.83kg*m/s.
 
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Okay maybe I don't need Fmax is J = Change in P??
 
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