A horizontal cylinder is fixed, its inner surface is smooth and its radius is R. A small block is initially at the lowest point. the minimum velocity that should by given to the block at the lowest point, so that it can just cross the point P is u then

(A) If the block moves anti clockwise then u = √(3.5gR)
(B) If the block moves anti clockwise then u = √(3gR)
(C) If the block moves clockwise then u = √(3.5gR)
(D) If the block moves clockwise then u = √(5gR)