A small object of uniform density rolls up a curved
surface with an initial velocity v. It reacter upto
maximum height of
2 3
4
v
g with respect to the initial
position. The object is
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0
Answer:
v=
1+
r
2
k
2
2gh
v
2
=
4g(1+
r
2
k
2
)
2g3v
2
⇒1+
r
2
k
2
=
2
3
k
2
=
2
1
r
2
→disc
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