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The maximum kinetic energy of a simple pendulum is 'K'. Its displacement in terms of amplitude 'a', when kinetic energy becomes (K2) is ______. -

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Question

The maximum kinetic energy of a simple pendulum is 'K'. Its displacement in terms of amplitude 'a', when kinetic energy becomes `(K/2)` is ______.

Options

  • `a/sqrt2`

  • `a/sqrt3`

  • `a/3`

  • `a/2`

MCQ
Fill in the Blanks

Solution

The maximum kinetic energy of a simple pendulum is 'K'. Its displacement in terms of amplitude 'a', when kinetic energy becomes `(K/2)` is `underline(a/sqrt2)`.

Explanation:

`k=1/2"m"omega^2a^2`

k ∝ a2

`thereforek/(k/2)=a^2/x^2=2`

`thereforex=a/sqrt2`

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Simple Pendulum
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