In an experiment on measuring the range of bullet, bullet was fired from gun at angles `30^(@)`,`37^(@)`,`42^(@)` and `53^(@)` with same muzzle speed.In which case you expect the maximum range of the bullet?

When a bullet is fired from a gun

When a bullet is fired from a gun

A gun fires two bullets at 60^(@) and 30^(@) with horizontal. The bullets strike at same horizontal distance. The ratio of the maximum height for the two bullets is in the ratio

A bullet moving with a velocity of 30sqrt(2) ms^(-1) is fired into a fixed target. It penetrated into the target to the extent of s metres. If the same bullet is fired into a target of thickness (s)/(2) metres and of the same material with the same velocity, then the bullet comes out of the target with velocity

Ratio of the ranges of the bullets fired from a gun ( of constant muzzle speed ) at angle theta, 2 theta &4 theta is found in the ratio x:2:2 , then the value of x will be ( Assume same muzzle speed of bullets )

Name the type of energy (kinetic or potential ) possessed by a bullet fired from a gun.

A gun of mass M(including the carriage) fires a shot of mass m . The gun along with the carriage is kept on a smooth horizontal surface. The muzzle speed of the bullet v_r is constant. Find (a) The elevation of the gun with horizontal at which maximum range of bullet with respect to the ground is obtained. (b) The maximum range of the bullet.

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.

If the range of a gun which fires a shell with muzzle speed V is R , then the angle of elevation of the gun is

If the range of a gun which fires a shell with muzzle speed V is R , then the angle of elevation of the gun is