Home
Class 11
PHYSICS
The banking angle for a curved road of r...

The banking angle for a curved road of radius 490 m for a vehicle moving at 35 `ms^(-1)` is

A

`tan^(-1) ( 0.25 )`

B

` tan ^(-1) ( 0.35 )`

C

`tan^(-1) (1)`

D

`tan^(-1) ( 0.65 )`

Text Solution

Verified by Experts

The correct Answer is:
A

Here `, v= 35 ms^(-1) , r- 490 m`
` therefore tan theta = (v^2)/(rg ) = ((35 )^2)/( 490 xx 9.8 ) = 0.25`
` or theta = tan^(-1) ( 0.25 )`
Promotional Banner

Similar Questions

Explore conceptually related problems

When a cyclist turns on a circular path,the necessary centripetal force is provided by friction between the tyres and the road. If centripetal force is not provided by friction, then for the vehicle to move on circular path, the track is banked. The correct angle of banking for a curved smooth road of radius 120 m for a speed of 108 km//h(g=10 ms^(-2)) is

For a curved track of radius R, banked at angle theta

The acceleration of a body moving round a curve of radius 160 m at 20 ms^(-1) is

The maximum safe speed of a vehicle over a curved road of radius 150 m is 10 m//s . If the width of road is 7.5 m, the height of the outer edge will be

A car of mass 1000kg negotiates a banked curve of radius 90m on a fictionless road. If the banking angle is 45^(@) the speed of the car is:

On a horizontal curved road, the maximum safe speed of a vehicle to move along the road without overturning is (where mu is the coefficient of friction)

The maximum speed with which a vehicle can be safely driven along curved road of radius r, banked at angle theta is