A cyclist going around a circular road of radius 10 m is observed to be bending inward `30^@` with vertical. Frictional force acting on the cyclist is (Given:g=10`m//s^2`, mass of the cyclist is 90 kg)

A cyclist goes round a circular track of radius 20sqrt3 m at a speed of 14 m/s. What is the inclination to the vertical ?

A cyclist while negotiating a circular path with speed 20 ms^(-1) is found to bend an angle by 30^(@) with vertical. What is the radius of the circular path? (given, g=10 ms^(-2)) .

A cyclist moving around a circular path of radius 100 m completes one revolution in 4 minutes .what is his: average velocity in one full revolution?

A cyclist goes around a circular track of circumference 410 m in 20 s. Find the angle that his cycle makes with the vertical.

A cyclist moves around a circular path of radius 40sqrt3 m with a speed of 20 m//s . He must lean inwards at an angle theta with the vertical such that tan theta is equal to

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) )