For a particle of mass executing simple harmonic motion with angular frequency

PHYSICS · Single correct · A Level · Physics · Further mechanics and thermal physics · Further mechanics and thermal physics

Problem

For a particle of mass mm executing simple harmonic motion with angular frequency ω\omega, the force constant kk is given by (a) k=2 m ω2k = 2\,m\,\omega^{2} (b) k=m ωk = m\,\omega (c) k=m ω2k = m\,\omega^{2} (d) k=ω2mk = \dfrac{\omega^{2}}{m}

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