The ceiling of a hall is 40m high. For maximum horizontal distance, the angle at which the ball may be thrown with speed 56 ms–1 without hitting the ceiling is
Given: u = 56 ms–1;
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At the highest point, the vertical component of velocity is zero and
is constant throughout the projectile since
.
Now, using equations of motion:
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So, now for vertical motion at max height:
,
a = –g,
,
s = ![]()
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Now, from above, Ɵ should be such that,
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So, here limiting case is ![]()
So, for this limiting case, horizontal range is:
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