A stone of mass 1 kg tied to a light string of length (l = 10) m is whirling in a circular path in the vertical
plane. If the ratio of the maximum to minimum tensions in the string is 3, find the speeds of the stone at
the lowest and highest points.
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Since the maximum tension
TB
in the string moving in the vertical circle is at the bottom and minimum tension
TT
is at the top. \
TB=mv2BL+mg
and
TT=mv2TL−mg
\
TBTT=mv2BL+mgmv2TL−mg=41
or
v2B+gLv2T−gL=41
or
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