A body ,having kinetic energy k,moving on a rough horizontal surface ,is stopped in a distance x.the force of friction on the body is (a) K/X (b)√k/x (c)k/√x (d) k
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- We are given that the body has kinetic energy k and stops at a distance x.
- We have to find the force of friction on the body.
- Let m be the mass, v be initial velocity of the body, F be frictional force and x is given as distance after which it stops.
- According to work energy theorem,
F * x = 1/2 * m * v^2
- Where 1/2 * m * v^2 is equal to k, the kinetic energy of the body
- So, we get equation as
F * x = k
F = k / x
- ANS : So the force of friction on the body is K / X.
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