A friction trolley is pushed from rest with a force of 40N for 15s. It strikes a wall and comes to rest in 0.2s. Compute the average force that the wall exerted on the trolley.
The momentum initially given to the trolley is:
where "F_1 = 40N", and "t = 15s". The wall took all this momentum in "t_2 = 0.2s". Thus, the average force exerted on the trolley is:
"F_2 = \\dfrac{p}{t_2} = \\dfrac{F_1t_1}{t_2}\\\\\nF_2 = \\dfrac{40\\cdot 15}{0.2} = 3000N"
Answer. 3000 N.
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