After falling through the first h metres, a
freely falling body acquires velocity V'.
After falling through the next h metre,
velocity acquired by it would be
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Answer:
√2V'
Explanation:
After falling through the first h metres, a
freely falling body acquires velocity V'.
After falling through the next h metre,
velocity acquired by it would be
Free Falling
=> Initial Velocity = 0
After Covering h meter velocity = V
Using formula V² - U² = 2aS
U = 0 V = V' a = g S = h
=> V'² = 2gh
After covering next h meter
=> h + h = 2h
=> V² = 2g(2h)
=> V² = 2 (2gh)
putting V'² = 2gh
=> V² = 2(V')²
=> V = √2V'
After falling through Next h Meter Velocity would be √2V'
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