- Work done Formula
- Work done by variable force
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- Kinetic energy
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- Work Energy theorem
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- Potential energy
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- Potential energy of the spring
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- Conservative Forces
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- Mechanical Energy and Conservation
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- Power definition
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- Law of Conservation of energy
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- Work Energy and Power Solved Examples

In this page we have *Important subjective questions on work energy and power for CBSE and JEE Main Advanced,AP Physics* . Hope you like them and do not forget to like , social share
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The Potential Energy U in Joule of a particle of mass m=2 kg moving in the x-y plane is given by the formula

U=6x + 8y+5

Here x and y are coordinates of the particle in meter

The particle is at (4, 6) at t=0 and v

a) Find the force acting on the particle

b) Find the kinetic energy of the particle at time t

c) Find the time at which it crosses x axis and y axis and Kinetic energy at that points

d) Find the coordinates of the particle as a function of time t

e) Find the Potential Energy of the particle at time t=2 sec

A body of mass m is displaced from Position A to B by the forces

Given

Position Vector of Point A=

Position Vector of Point B=3

Find the total work done by the resultant forces

A block of mass m is placed on a inclined plane of angle α. The Friction Coefficient between the block and surface of the incline plane is μ. The block is placed at height H From the bottom of the incline plane. Find the velocity with which the block reaches the bottom of the incline

A block moves horizontally on a rough floor. The Friction Coefficient between the block and surface is μ. The block strikes the light spring of spring constant K with velocity v

a) Find the maximum compression of the spring

b) Find the work done by the Friction force

c) Find the work done by the spring forces

An object of mass M is given an initial velocity v

At t=0, x=0 and i is the unit vector across x axis

a) Find the instantaneous Power P developed by the Friction forces

b) Find the velocity of the object at time t

c) Find the time taken by the object before coming to rest

d) Find the total work done by the frictional forces

e) Find the mean power developed by the frictional forces during the whole motion

f) if μ varies as per the following

μ=x

Find the value of the x when instantaneous power is maximum

A car of mass M accelerates starting from rest along +x axis .The engine is supplying constant Power W .Initially car is at x=0

a) Find the position of the car as a function of time

b) Find the velocity of car as a function of time

c) Find the acceleration of the car as a function of time

A uniform chain of mass M and length L is lying on a friction less horizontal table with one fourth of its length hanging over of edge of the table. Find the amount of work done to pull the hanging part of the chain up the table

A box is dragged across a floor by a rope which makes an angle of 60

a) Find the work done

b) What will be the work done if the rope is horizontal

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