The hollow metallic bob of a simple pendulum is filled with water. Water comes out drop by drop through a small hole at the bottom of the bob. How will the time period change?

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The hollow metallic bob of a simple pendulum is filled with water. Water comes out drop by drop through a small hole at the bottom of the bob. How will the time period change?

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Answer 1 · 2017-03-14T20:30:05

$The period of simple pendulum does not change.$ $" The period of simple pendulum does not change."$

Explanation:

$We can calculate the period of the simple pendulum with$ $"We can calculate the period of the simple pendulum with "$
$T = 2 π \sqrt{\frac{l}{g}} formula.$ $T=2 pi sqrt(l/g)" formula."$

$Where T period , l length of cord, g acceleration of gravity$ $"Where T period , l length of cord, g acceleration of gravity "$

$As you see , Period does not depend on mass of bob.$ $"As you see , Period does not depend on mass of bob."$

$Therefore, the period of simple pendulum does not change.$ $"Therefore, the period of simple pendulum does not change."$

$Notice: We recommend that you review the article on the link$ $"Notice: We recommend that you review the article on the link"$ $discussing the variable-mass pendulum problem.$ $"discussing the variable-mass pendulum problem."$

Https://arxiv.org/pdf/1002.3956#

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The hollow metallic bob of a simple pendulum is filled with water. Water comes out drop by drop through a small hole at the bottom of the bob. How will the time period change?

1 Answer

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