The distance between the centre of suspension and the centre of oscillation is equal to
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Explanation:
Point is located on same side of axis as center of mass and distance from axis is compound pendulum's equivalent length l0 = I/Ml where M is mass of pendulum, l is distance of center of mass from axis of rotation and I is moment of inertia about its axis. Properties of center of oscillation are discussed in PENDULUM.
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