The kinetic energy of a particle of mass m executing linear simple harmonic motion with angular velocity \\omega and amplitude a is \frac{1}{4} m a^{2} \\omega^{2} at a distance of ________ from the mean position.

KEAM 2021 Physics and Chemistry Solved Paper

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The kinetic energy of a particle of mass m executing linear simple harmonic motion with angular velocity ω and amplitude a is

ma2ω2 at a distance of ________ from the mean position.

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