A block is pushed up the inclined plane with a velocity of 10 ms−1. The coefficient of friction is μ=0.5 and inclination of the incline is 37∘.(sin37∘=3/5). Calculate the distance that the block will travel before coming to rest on the incline. Will the block remain permanently at rest or will it come down again?

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A block is pushed up the inclined plane with a velocity of 10

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A block is pushed up the inclined plane with a velocity of $10 ms^{- 1}$ . The coefficient of friction is $μ = 0.5$ and inclination of the incline is $3 7^{\circ} . (sin 3 7^{\circ} = 3/5)$ . Calculate the distance that the block will travel before coming to rest on the incline. Will the block remain permanently at rest or will it come down again?

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Physics for JEE Main and Advanced Mechanics 1 (McGraw Hill)

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Theodore Discussed

A block is pushed up the inclined plane with a velocity of

10 ms^{- 1}

. The coefficient of friction is

μ = 0.5

and inclination of the incline is

3 7^{\circ} . (sin 3 7^{\circ} = 3/5)

. Calculate the distance that the block will travel before coming to rest on the incline. Will the block remain permanently at rest or will it come down again?

11 mins ago

Discuss this question LIVE

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Question Text	A block is pushed up the inclined plane with a velocity of $10 ms^{- 1}$ . The coefficient of friction is $μ = 0.5$ and inclination of the incline is $3 7^{\circ} . (sin 3 7^{\circ} = 3/5)$ . Calculate the distance that the block will travel before coming to rest on the incline. Will the block remain permanently at rest or will it come down again?
Topic	Laws of motion
Subject	Physics
Class	Class 11
Answer Type	Text solution:1
Upvotes	125

Text solutionVerified

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