Two smooth block are placed at a smooth corner as shown in fig. Both the bloks are having mass m. We apply a force F on the block m. Block A presses block B in the normal direction, due to which pressing force on vertical wall will increase, and pressing force on the horizontal wall decreases, as we increases `F(theta = 37^(@)` with horizontal).

As soon as the pressing force on the horizontal wall by block B become zero, it will lose contact with ground. If the value of F further increases, block B will accelerate in the upward direction and simulaneously block A will towards right.
If the acceleration of block A is a rightwards, then the acceleration of block B will be

Options

A. `(3a)/4` upwards
B. `(4a)/3` upwards
C. `(3a)/5` upwards
D. `(4a)/5` upwards

Answer

A

Explanation

`F-N sin theta =ma_(x)`
`N cos theta -mg = ma_(y)`