A bullet of mass moving horizontally with velocity v strikes a block of mass 'm' and gets embedded
n
into it. The velocity of the block finally is
[ ]
ny
d) n(n+1)
c)
V
b)
n+1
n+1
a)
n
Answers
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0
Answer:
The situation is as shown in the figure.
Let V be velocity of the block- bullet system just after collision. Then by the law of conservation of linear momentum, we get
mv=(m+M)V
V=mvm+M
Let the block rises to a height h.
According to law of conservation of mechanical energy, we get
12(m+M)V2=(m+M)gh
h=V22g=v22g(mm+m)2
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