A uniform ball of radius `R` rolls without slipping between the rails such that the horizontal distance is `sqrt(3)R` between the two contact points of te rails of the ball. Figure (a) shows front view of the ball and figure (b) shows the side view of the ball. `v_(CM)` is the velocity of centre of mass of the ball and `omega` is the angular velocity of the ball after rolling down a distance `2h` along the incline then
A. `V_(CM)=omegaR`
B. `V_(CM)=omega R/2`
C. `V_(CM)=sqrt((10gh)/13)`
D. `V_(CM)=sqrt((10 gh)/7)`