What is the average force exerted on the ball by the floor during the bounce?

AI Thread Summary
The discussion focuses on calculating the average net force exerted on a rubber ball during its bounce on a concrete floor. The ball, with a mass of 80.0 g, strikes the floor at 10.0 m/s and rebounds at 8.00 m/s, with a contact time of 0.0500 s. The average net force is calculated using the change in velocity and time, resulting in 3.2 N. Participants suggest using Newton's third law to determine the force exerted by the floor on the ball. The conversation emphasizes applying fundamental physics principles to solve the problem effectively.
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1. A rubber ball of mass 80.0 g bounces vertically on a concrete floor. The ball strikes the floor at 10.0 m s–1 and rebounds at 8.00 m s–1.
The time of contact between the ball and the floor during the bounce was 0.0500 s




2.
a) Calculate the average net force acting on the ball during its contact with the floor.

b) Calculate the average force that the floor exerts on the ball.



My attempt of a solution:
A)

a = ΔV/ΔT

10-8 = 2
2 / 0.050 = 40

F = ma
0.08 x 40
= 3.2

B) Well, The force that the floor would exert. I don't know where to start!
Any advise on equations or ways to approach a problem such as this.

Thanks, Recoil33
 
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recoil33 said:
[
B) Well, The force that the floor would exert. I don't know where to start!
Any advise on equations or ways to approach a problem such as this.

Thanks, Recoil33

Newton had 3 laws, the third law should help you here.
 
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