The time period of a pendulum gets doubled when taken to a different planet. Compare
the acceleration due to gravity on that planet with that on the earth.
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Explanation:
the acceleration due to gravity of that planet is twice of the earth's acceleration due to gravity
T=2π√l/√g----1
new time period
2T= 2π√l/√g'-----2
by comparing equation 1 and 2
we get
2√g=√g'
squaring both the side
4g=g'
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