Two particles are projected obliquely from ground with same speed such that their range `'R'` are same but they attain different maximum heights `h_(1)` and `h_(2)` then relation between `R, h_(1)` and `h_(2)` is:

The range R of projectile is same when its maximum heights are h_(1) and h_(2) . What is the relation between R, h_(1) and h_(2) ?

A projectil has the same range (R ) when the maximum heitht attained by it is either H_1 or H_1 . Find the relation between R, H_1 and H_2 .

Two particles are projected from ground with same intial velocities at angles 60^(@) and 30^(@) (with horizontal). Let R_(1) and R_(2) be their horizontal ranges, H_(1) and H_(2) their maximum heights and T_(1) and T_(2) are the time of flights.Then

A projectile thrown at an angle of 30^@ with the horizontal has a range R_1 and attains a maximum height h_1 Another projectile thrown, with the same velocity, at an angle 30^@ with the vertical, has a range R_2 and attains a maximum height h_2 The relation between R_1 and R_2 is

A projectile thrown at an angle of 30^@ with the horizontal has a range R_1 and attains a maximum height h_1 Another projectile thrown, with the same velocity, at an angle 30^@ with the vertical, has a range R_2 and attains a maximum height h_2 The relation between R_1 and R_2 is

A stone thrown upwards with speed u attains maximum height h . Ahother stone thrown upwards from the same point with speed 2u attains maximum height H . What is the relation between h and H ?

A stone thrown upwards with speed u attains maximum height h . Ahother stone thrown upwards from the same point with speed 2u attains maximum height H . What is the relation between h and H ?

Two stones are thrown with same speed u at different angles from ground n air if both stones have same range and height attained by them are h_(1) and h_(2) , then h_(1) + h_(2) is equal to

Two stones are thrown with same speed u at different angles from ground n air if both stones have same range and height attained by them are h_(1) and h_(2) , then h_(1) + h_(2) is equal to

A stone thrown vertically upwards with a speed of 5 m/sec attains a height H_(1) . Another stone thrown upwards from the same point with a speed of 10m/sec attains a height H_(2) . The correct relation between H_(1) and H_(2) is