relationship between time period and moment of inertia
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FOR A SIMPLE PENDULUM THIS DEFINITION EXPLAINS A FORMULA FOR THE MOMENT OF INERTIA | IN TERMS OF MASS m OF THE PENDULUM AND ITS DISTANCE r FROM THE PIVOT POINT. THUS THE MOMENT OF INERTIA DEPENDS BOTH ON MASS OF BODY AND OR ITS GEOMETRY OR SHAPE DEFINED BY ITS AXIS OF ROTATION.
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FOR A SIMPLE PENDULUM THIS DEFINITION EXPLAINS A FORMULA FOR THE MOMENT OF INERTIA | IN TERMS OF MASS m OF THE PENDULUM AND ITS DISTANCE r FROM THE PIVOT POINT. THUS THE MOMENT OF INERTIA DEPENDS BOTH ON MASS OF BODY AND OR ITS GEOMETRY OR SHAPE DEFINED BY ITS AXIS OF ROTATION.
☆HOPE IT HELPS YOU OUT.☆
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m = Sum of the product of the mass. r = Distance from the axis of the rotation. ⇒ The dimensional formula of the moment of inertia is given by, M1 L2 T0. The role of the moment of inertia is the same as the role of mass in linear motion.
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