The bag of sand of mass 2 kg is suspended by a rope. A bullet of mass 10 g is fired at it and gets embedded into it. The bag rises up a vertical height of 10 cm. The initial velocity of the bullet is nearly
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Answer:
- energy should be conserved in this case so gain in potential energy =loss in kinetic energy
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Answer:
vь ≈280 m/s
Explanation:
Given :
m1=2kg
m2=0.01kg
h=10cm
h=0.1 m
Let the initial speed of the bullet be vb.
From energy conservation : (m₁+m₂) gh = 1/2(m₁+m₂)V²
⟹ V=√2gh
V=√2×9.8×0.1 =1.4 m/s
Momentum conservation : m₂vь=(m₁+m₂)V
∴0.01 vь=(2+0.01)×1.4
⟹ vь ≈280 m/s
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