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Tardigrade
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Physics
A stick of mass m and length l is pivoted at one end and is displaced through an angle θ. The increase in potential energy is
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Q. A stick of mass $m$ and length $l$ is pivoted at one end and is displaced through an angle $\theta$. The increase in potential energy is
Work, Energy and Power
A
$m g \frac{l}{2}(1-\cos \theta)$
50%
B
$m g \frac{l}{2}(1+\cos \theta)$
17%
C
$m g \frac{l}{2}(1-\sin \theta)$
33%
D
$m g \frac{l}{2}(1+\sin \theta)$
0%
Solution:
Using mechanical energy conservation
$U=\frac{m g l}{2}(1-\cos \theta)$