3. Desenibe the relation of the betweenmoment of inertia and kinetic e

1.	3. Desenibe the relation of the betweenmoment of inertia and kinetic energyofanobject.
Answer» Answer: K = 1 2 I ω 2 . We see from this EQUATION that the kinetic energy of a ROTATING rigid body is directly proportional to the moment of inertia and the square of the ANGULAR VELOCITY. This is exploited in flywheel energy-storage devices, which are designed to STORE large amounts of rotational kinetic energy.

3. Desenibe the relation of the betweenmoment of inertia and kinetic energyofanobject.

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Answer:

K = 1 2 I ω 2 . We see from this EQUATION that the kinetic energy of a ROTATING rigid body is directly proportional to the moment of inertia and the square of the ANGULAR VELOCITY. This is exploited in flywheel energy-storage devices, which are designed to STORE large amounts of rotational kinetic energy.

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3. Desenibe the relation of the betweenmoment of inertia and kinetic energyofanobject.​

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3. Desenibe the relation of the betweenmoment of inertia and kinetic energyofanobject.