[" 20) A car goes on a horizontal circular road of radius "?^(-e^(-))],[%^(2)" speed increasing at a constant rate "(dv)/(dt)=a" .The friction "24." A hemisph "],[$" coefficient between the road and the tyre is "mu" .Find the "],[" speed at which the car will skid."]

A car goes on a horizontal circular road of radius R. The speed of car is increasing at constant rate a m/ s^2 . If the friction coefficient between the road and the tyre is mu , then the limiting speed of car is

A car goes on a horizontal circular road of radius R. The speed of car is increasing at constant rate a m/ s^2 . If the friction coefficient between the road and the tyre is mu , then the limiting speed of car is

A car starts rest, on a horizontal circular road of radius R, the tangential acceleration of the car is a. The friction coefficient between the road and the tyre is mu Find the speed at which car will skid and also find the distance after travelling it skids.

A car starts rest, on a horizontal circular road of radius R, the tangential acceleration of the car is a. The friction coefficient between the road and the tyre is mu Find the speed at which car will skid and also find the distance after travelling it skids.

A car starts rest, on a horizontal circular road of radius R, the tangential acceleration of the car is a. The friction coefficient between the road and the tyre is mu Find the speed at which car will skid and also find the distance after travelling it skids.

A car starts moving from rest on a horizontal circular road of radius of curvature R at . The speed of the car is increasing at a constant rate a. The coefficient of friction between the road and the tyres of the car is The car starts slipping at time t = t_(0) . Then t_(0) is equal to:

A car starts moving from rest on a horizontal circular road of radius of curvature R at . The speed of the car is increasing at a constant rate a. The coefficient of friction between the road and the tyres of the car is The car starts slipping at time t = t_(0) . Then t_(0) is equal to:

A car starts from rest in a circular flat road of radius R with an acceleration a. The friction coefficient between the road and the tyred is mu Find the distance car will travel before is start skidding.

A car starts from rest on a horizontal circular road of radius 190 m and gains speed at a uniform rate 1.2 m//s^(2) . The coefficient of static friction between the road and the tyres is 0.37 . Calculate the distance travelled by the car before it begins to skid.

A car starts from rest on a horizontal circular road of radius 190 m and gains speed at a uniform rate 1*2 m//s^(2) . The coefficient of static between the road and the tyres is 0*37 . Calculate the distance travelled by the car before it begins to skid.