A small stone of mass m = 1kg is stuck at the front of mass M = 10kg at height h = 1m. The coefficient of friction between the two masses is μ = 0.2 as shown. For this problem ignore the air resistance. (a) Find the minimum force F such that the mass m will stuck on mass M. (b) If the two mass start from rest with the force F(answer from above) is applied for 10s. The mass M then suddenly stops sending the mass m flying forward. Find the distance between where the mass M stops and where mass m lands.
A small stone of mass m = 1kg is stuck at the front of mass M = 10kg at height h = 1m. The coefficient of friction between the two masses is μ = 0.2 as shown. For this problem ignore the air resistance. (a) Find the minimum force F such that the mass m will stuck on mass M. (b) If the two mass start from rest with the force F(answer from above) is applied for 10s. The mass M then suddenly stops sending the mass m flying forward. Find the distance between where the mass M stops and where mass m lands.
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ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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A small stone of mass m = 1kg is stuck at the front of mass M = 10kg at height h = 1m. The coefficient of friction between the two masses is μ = 0.2 as shown. For this problem ignore the air resistance. (a) Find the minimum force F such that the mass m will stuck on mass M.
(b) If the two mass start from rest with the force F(answer from
above) is applied for 10s. The mass M then suddenly stops sending the mass m flying forward. Find the distance between where the mass M stops and where mass m lands.
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Given and Required Quantities
VIEWMinimum acceleration for the block for the stone to stuck at height h
VIEWMinimum Force for the block for the stone to stuck at height h
VIEWVelocity of the block after time 10 s and the time of fall of the stone
VIEWHorizontal distance of the stone from the block after the block stops and stone falls
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