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A projectile is thrown from a platform at a height 10 m above the ground with velocity of
20 m/sec. At what angle should the projectile be thrown to reach the farthest point from O, which is
vertically below the point from which it is thrown. [g-10 m/s]
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HELLO DEAR,
let height of platform be h
and velocity of projection is v
GIVEN:-
h = 10m
v = 20m/s
g = 10m/s²
so, the maximum value of range R = v√(v² + 2gh)/g
now, the angle of projection ∅ is,
tan∅ = v²/gR
=> tan∅ = v²/v√(v² + 2gh)
=> tan∅ = v/√(v² + 2gh)
=> tan∅ = 20/√(400 + 2×10×10)
=> tan∅ = 20/√(400 + 200)
=> tan∅ = 20/10√6
=> tan∅ = 2/√6 = √(2/3)
=> ∅ = tan-¹{√(2/3)}
I HOPE IT'S HELP YOU DEAR,
THANKS
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