A particle P executes uniform circular motion with angular velocity ω as shown in the figure. Its displacement is given by: x(t) = A cos (ωt + φ). Obtain the expression for its velocity and acceleration

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TextEquation of Simple Harmonic Motion

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Assertion (A): The force acting on a particle of mass m in SHM is restoring force. Reason (R): Force is always directed towards the mean position in SHM.

Assertion-ReasonEquation of Simple Harmonic MotionRestoring Force and Force Constant in Springs

(a) Write the displacement equation representing the following conditions obtained for a simple harmonic motion: Amplitude = 0.01m, Frequency = 600Hz, Initial phase = π/6 (b) All trigonometric functions are periodic, but only sine or cosine functions are used to define SHM. Why?

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