A holow sphere of radius R lies on a smoth horizontal surface. It is pulle dby a horizontl force acting tasngentially from the highest point. Find the distance travelled by the sphere durint eh time it makes oen full rotation.

Answer

C, D

Explanation

Taking moment about the centre of hollow shpere we will get
`rarr FxxR=(2/3)MR^2alpha`
`rarr alpha=(3F)/(2MR)`
again `2pi=1/2at^2`
`(From theta=omega_0t+1/2alphat^2)`
`rarr t^2=(8piMR)/(3F)`
rarr a_c=F/M`
`-X=1/(2a_c)t^2`
`=1/2xxF/Mxx((8piMR)/(3F))=(4piR)/3`