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Problem
Problem
Show that the angle made by the string with the vertical in a conical pendulum is given by
cos
θ
=
g
L
ω
2
\cos \theta = \frac{g}{L\omega^2}
cos
θ
=
L
ω
2
g
, where
L
L
L
is the length of the string and
ω
\omega
ω
is the angular speed.
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