A motor cyclist goes round a circular race course of diameter 320 m at `144 km h^(-1)`. How far from the vertical must he lean inwards to keep his balance? Take `g = 10 ms^(-2)`.

A motore cyclist goes round a circular race course of diameter 320m at 144km//h How far from the verticle must he lean inwards to keep his balance ? Take g = 10ms^(-2) .

A motor-cyclist goes round a circular race course ar 150 kmph. How far from the vertical must be lean inward to keep his balance if the track is 1.5 km long ?

A motorcyclist goes round a circular race curve at 162 kmh^(-1) . To keep his balance he leans inward 40° from the vertical. What is the radius of the circular path ?

A motor cyclist going round on unbanked circular race course has to lean inwards, making an angle 21^(@) 49 ' with the vertical , in order to keep his balance. If the curve is 1 km long , then the speed of the cyclist will be, ( tan 21^(@) 49 =0.4003' g=9.8 m//s ^(2) )

A man with his hands in his pocket is standing in a bus , which is taking a turn in a horizontal curve of radius 50 m , with a speed of 7 m/s far from the vertical must he lean to keep his balance ?

A motorist moves along a circular track at 144kmh^(-1) . The angle he should make with the vertical if the track is 880 m long is (g= 10ms^(-2))

A motorist moves along a circular track at 144kmh^(-1) . The angle he should make with the vertical if the track is 880 m long is (g= 10ms^(-2))

A motor cyclist moves round a circular track with a certain speed and leans at an angle theta_1 . IF he doubles the speed , then he has to lean inward at an angle theta_2 . Then

A motor cyclist moves round a circular track with a certain speed and leans at an angle theta_1 . IF he doubles the speed , then he has to lean inward at an angle theta_2 . Then