Does the direction of acceleration at various points during the oscillation of a simple pendulum remain towards mean position ?
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At the mean position (vertical) the pendulum only has radial
acceleration.
At other points on the trajectory the pendulum has both radial
and tangential acceleration which must be added vectorially to
give the net acceleration. Also, at the end points of the motion the
acceleration must be only tangential since the velocity of the pendulum
is zero.
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