Pole-Vaulter Landing on a Padded Surface

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A pole vaulter lands on thick padding at a speed of 9.8 m/s and comes to a stop in 0.40 seconds. To find the average force exerted by the padding, the mass of the vaulter is essential, but it is not provided in the problem. The equation mdeltav=Fdeltat is suggested for calculating the force, but without the mass, the problem remains unsolvable. Participants in the discussion agree that additional information is needed to proceed with the calculations. The lack of mass data is a critical barrier to finding the average force on the vaulter's body.
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Homework Statement


A pole vaulter vaults over the bar and falls onto thick padding. He lands with a speed of 9.8 m/s; the padding then brings him to a stop in a time of .40 seconds. What is the average force on his body due to the padding during this time interval? Express your answer as a fraction or multiple of his weight. Hint: The force due to padding is not the only force acting on the vaulter during the .40 second-interval.

Homework Equations


mdeltav=Fdeltat


The Attempt at a Solution


I have no idea. IM trying to use mdeltav/t=P-mg but this isn't giving me any insight into the force. HOw do I approach this?
 
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You're on the right track. The problem is that we need to know the pole vaulter's mass to solve this problem, and we don't have that information. This problem cannot be solved as written.
 
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