Maximum height of a bullet when fired at angle of 30 with the same horizontal is 11 m . Then height when it is fired at angle of 60 is
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maximum height is given by, H = u²sin²Ф/2g
where u is inital speed of projectile, Ф is angle made by speed of projectile with horizontal.
given, H = 11m , Ф = 30°
then, 11 = u²sin²30°/2g
or, 22g/sin²30°= 22g/{1/2}² = u²
or, u² = 22g × 4 = 88g ......(1)
given, Ф = 60°
and want to find maximum height of bullet.
so, H = u²sin²Ф/2g
from equation (1),
H = (88g × sin²60°)/2g
= 88g × {3/4}/2g
= 33 m
hence, maximum height when bullet is fired at angle of 60° is 33m
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Answer:
Answer is 33 metres
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