what is the angle of projection if horizontal range is 4 times the maximim height attained..???
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Answered by
2
See the answer below in attachment
Attachments:

Answered by
2
So you have the formulas as
for Range( R ) =
Max. Height (H) =
u = initial velocity
g = acceleration due to gravity
θ = angle of projection
so according to question R = 4H
so
= 4
⇒
θ = 45° ANSWER
for Range( R ) =
Max. Height (H) =
u = initial velocity
g = acceleration due to gravity
θ = angle of projection
so according to question R = 4H
so
⇒
θ = 45° ANSWER
Anonymous:
hope it helps
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