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

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

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

Two bodies are thrown with the same velocily al an angle of 30^@ and 60^@ to the horizontal. The ratio of maximum heights reached is

Two bodies are thrown with the same velocity at an angle 30^@ and 60^@ to the horizontal. What is the ratio of maximum heights reached?

A bullet is fired with a velocity u making an angle of 60^(@) with the horizontal plane. The horizontal component of the velocity of the bullet when it reaches the maximum height is

Two projectiles are projected with the same velocity. If one is projected at an angle of 30^(@) and the other at 60^(@) to the horizontal, then ratio of maximum heights reached, is

A bullet fired from a gun falls at a distance half of its maximum range. The angle of projection of the bullet is

A gun of mass M fires a bullet of mass m with a horizontal speed V. The gun is fitted with a concave mirror of focal length f facing towards the receding bullet. Find the speed of separation of the bullet and the image just after the gun was fired.