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Two projectiles are projected at angles π4+θ and π4-θ with the horizontal, where θ<π4, with same speed. The ratio of horizontal ranges described by them is

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Important Questions on Motion in a Plane

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The position coordinates of a projectile projected from ground on a certain planet (with no atmosphere) are given by y=4t-2t2m and x=(3 t) metre, where t is in second and point of projection is taken as origin. The angle of projection of projectile with vertical is
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A particle is projected from ground with speed 80 ms-1 at an angle 30° with horizontal from ground. The magnitude of average velocity of particle in time interval t=2 s to t=6 s is [Take g=10 ms-2]
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A stone projected from ground with certain speed at an angle θ with horizontal attains maximum height h1. When it is projected with same speed at an angle θ with vertical attains height h2. The horizontal range of projectile is
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Two objects are thrown up at angles of 45° and 60° respectively, with the horizontal. If both objects attain same vertical height, then the ratio of magnitude of velocities with which these are projected is
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For an object projected from ground with speed u horizontal range is two times the maximum height attained by it. The horizontal range of object is
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The velocity at the maximum height of a projectile is 32 times of its initial velocity u of projection. Its range on the horizontal plane is
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A projectile is thrown into space to have the maximum possible horizontal range equal to 400 m. Taking the point of projection as the origin coordinates of the point where the velocity of the projectile is minimum are:-
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If the time of flight of a bullet over a horizontal range R is T, then the angle of projection with horizontal is