[" A projectile has a horizontal range "R" for "],[" Two different angles.If "h_(1)" and "h_(2)" are "],[" the maximum heights reached,then "]

A projectile can have same range from two angles of projection with same initial speed . If h_1 and h_2 be the maximum heights, then the relation between range and two heights is

Two bodies are thrown from the same point with the same velocity of projection angles of projection being complimentary angles. If R_(1) and R_(2) are the ranges and h_(1) and h_(2) are maximum heights respectively, then

Two balls are thrown simultaneously at two different angles so that both have equal ranges. If H_(1) and H_(2) be the maximum heights attained in two cases. Then the summation H_(1)+H_(2) is equal to

A cannon ball has the same range R on a horizontal plane for two angles of projection. If h_(1) and h_(2) are the greatest heights in the two paths for which this is possible then:

If R is the horizontal range for theta inclination and h is the maximum height reached by the projectile, Then maximum range is

A ball is projected with the velocity an angle of theta and (90°- theta ) with horizontal.If h_1 and h_2 are maximum heights attained by it in two paths and R is the range of a projectile, then which of the following relation is correct

A ball is projected with the velocity an angle of theta and (90°- theta ) with horizontal.If h_1 and h_2 are maximum heights attained by it in two paths and R is the range of a projectile, then which of the following relation is correct