A projectile has a time of flight `T` and horizontal range `R`. If the time of flight is `1.5T` ,what will be its range now?

A projectile has a time of flight T and range R . If the time of flight is doubled, keeping the angle of projection same, what happens to the range ?

Define time of flight for a projectile .

An object projected with same speed at two different angles covers the same horizontal range R. If the two times of flight be t_(1) and t_(2) . The range is 1/alpha "gt"_(1) t_(2), the value of alpha is

Time Of Flight And Range For Horizontal Projectile From Building

When a particle is projected at an angle to the horizontal, it has range R and time of flight t_(1) . If the same projectile is projected with same speed at another angle to have the saem range, time of flight is t_(2) . Show that: t_(1)t_(2)=(2R//g)

Projectile motion|| Time OF flight|| Max height|| Range

A particle is projected at an angle with horizontal. If T is the time of flight and R is a horizontal range, then theta is

A javelin thrown into air at an angle with the horizontal has a range of 200 m. If the time of flight is 5 second, then the horizontal component of velocity of the projectile at the highest point of the trajectory is

The time of flight of the projectile is: