Home
Class 11
PHYSICS
A car is moving on a circular path and t...

A car is moving on a circular path and takes a turn. If `R_(1)` and `R_(2)` be the reactions on the inner and outer wheels, respectively, then

A

`R_(1) = R_(2)`

B

`R_(1) lt R_(2)`

C

`R_(1) gt R_(2)`

D

`R_(1) ge R_(2)`

Text Solution

Verified by Experts

The correct Answer is:
B

Reaction on inner wheel `R_(1) = 1/2 M [g- (v^(2)h)/(ra)]`
Reaction on outer wheel `R_(2) = 1/2 M[g + (v^(2)h)/(ra)]`
`r to` radius of circular path
`2a to` distance between two wheel
`h to` height of center of gravity of car.
Promotional Banner

Similar Questions

Explore conceptually related problems

1If r and R be the radii of inner and outer circles respectively,then area of ring is

The centre of gravity of a car is at a height h and the distance between its wheel is 2a. The car moves on a level curve of radius r with speed v . Let N_(1) and N_(2) be the normal reactions on the inner and outer wheels of the car. Then

When a car negotiates a curve, the normal force exerted on the inner and outer wheels are N_(2) and N_(1) respectively. Then N_(1)//N_(2) is

A particle is moving around a circular path with uniform angular speed (x) . The radius of the circular path is (r). The acceleration of the particle is:

Two buses A and B are moving around concentric circular pathe of radii r_(A) and r_(B) If the two buses complete the circular paths in the sme time. The ratio on their linear speeds is

A car of mass m travelling at speed v moves on a horizontal track. The centre of mass of the car describes a circle of radius r . If 2a is the separation of the inner and outer wheels and h is the height of the centre of mass above the ground, show that the limiting speed beyond which the car will overturn in given by v^(2)=(gra)/h

A car is moving on a circular road which is rough and banked at angle . If radius of circular track is R then. Choose correct statement:

A car is taking turn on a circular path of radius R. If the coefficient of friction between the tyres and road is mu , the maximum velocity for no slipping is

A car moves with speed v on a horizontal circular track of radius R . A head-on view of the car is shown in figure. The height of the car's centre of mass above the ground is h , and the separation between its inner and outer wheels is d The road is dry, and the car does not skid. The maximum speed the car can have without overturning is : .