A car of mass m is moving in a circular path of radius R with uniform speed v. What is the expression for the maximum speed the car can have without slipping if the coefficient of static friction betw

Question

A car of mass m is moving in a circular path of radius R with uniform speed v. What is the expression for the maximum speed the car can have without slipping if the coefficient of static friction between the tires and the road is $\mu_s$ ?

A

$v = \sqrt{\mu_s g R}$

B

$v = \sqrt{\frac{\mu_s g}{R}}$

C

$v = \sqrt{\mu_s \frac{g}{R}}$

D

$v = \sqrt{\mu_s R g}$

Accepted Answer

$ v = \sqrt{\mu_s g R} $

Answer

$ v = \sqrt{\frac{\mu_s g}{R}} $

Answer

$ v = \sqrt{\mu_s \frac{g}{R}} $

Answer

$ v = \sqrt{\mu_s R g} $

NEET Physics Circular Motion Dynamics MCQ Question

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