a particle moves on a rough horizontal ground with some initial velocity is v0 if 3/4 of its kinetic energy is lost due to friction in time t0 if coefficient of friction between the particle and the ground is xv0/4gt0 find x
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Answer:
⇒μ=2gt0v0
Explanation:
2gt0v0
Initial Kinetic Energy =21mv02
Let final velocity is v, ⇒ Final Kinetic Energy=21mv2=21mv02−43×21mv02
⇒v=2v0
Using v=u+at, Acceleration a=−2t0v0
Retardation, a=2t0v0
Let friction coefficient is μ ⇒a=μg
⇒μ=2gt0v0
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