At what angle the particle should be projected to cover maximum range ?
$\theta_{0}=45^{\circ}$
If time of flight of a projectile is $10$ seconds. Range is $500$ meters. The maximum height attained by it will be ……… $m$
A boy travelling in an open car moving on a levelled road with constant speed tosses a ball vertically up in the air and catches it back. Sketch the motion of the ball as observed by a boy standing on the footpath. Give explanation to support your diagram.
If $R$ and $H$ represent the horizontal range and the maximum height achieved by a projectile then which of the relation exists?
From the ground level, a ball is to be shot with a certain speed. Graph shows the range $(R)$ of the particle versus the angle of projection from horizontal ( $\theta $ ). Values of $\theta _1$ and $\theta _2$ are
A particle is projected with an angle of projection $\theta$ to the horizontal line passing through the points $( P , Q )$ and $( Q , P )$ referred to horizontal and vertical axes (can be treated as $x$-axis and $y$-axis respectively).
The angle of projection can be given by
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