A particle is projected with a velocity v so that its range
on a horizontal plane is twice the greatest height attained. Show that the range
is
4v^2/58
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0
Answer:
Given, Range, R=2H
But R=4Hcotθ
⇒cotθ=
2
1
From triangle we can say that,
sinθ=
5
2
and cosθ=
5
1
So, the range of the projectile
R=
g
2v
2
sinθcosθ
=
g
2v
2
×
5
2
×
5
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