A bullet is fired from the bottom of the inclined plane at angle `theta = 37^@` with the inclined plane. The angle of incline is `30^@` with the horizontal. Find the
(a) position of the maximum height of the bullet from the inclined plane ,
(b) time of light ,
( c) range along the incline ,
(d) the value of `theta` at which the range will be maximum ,
( e) maximum range.

Explanation

To solve the problem step-by-step, we will break down each part of the question regarding the bullet fired from the inclined plane.

### Given Data:
- Angle of inclination of the plane, \( \alpha = 30^\circ \)
- Angle of projection of the bullet with respect to the inclined plane, \( \theta = 37^\circ \)
- Acceleration due to gravity, \( g \)

### Step 1: Analyze the Motion
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