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Aim

Theory

Self Evaluation

Procedure

Simulation

Assignment

References

Feedback

Moment of Inertia of Flywheel

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Intermediate

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Moment of momentum is called

a: Angular momentum Explanation

Explanation

b: Moment of inertia Explanation

Explanation

c: Rotational torque Explanation

Explanation

d: Torque Explanation

Explanation

The dimensional formula for MI is

a: MLT⁰ Explanation

Explanation

b: M⁰L²T Explanation

Explanation

c: ML²T⁰ Explanation

Explanation

d: MLT Explanation

Explanation

When a ballet dancer on a rotating table brings his stretched hands close to his chest, then

a: MI decreases Explanation

Explanation

b: Angular velocity decreases Explanation

Explanation

c: MI increases Explanation

Explanation

d: Angular momentum increases Explanation

Explanation

If the mass distribution of a given body shifts towards the axis of rotation , its moment of inertia

a: Remain unaffected Explanation

Explanation

b: Decrease Explanation

Explanation

c: Increase Explanation

Explanation

d: Become double Explanation

Explanation

We consider the moment of inertia of a body when it's motion is

a: Curved Explanation

Explanation

b: Rotational Explanation

Explanation

c: Linear Explanation

Explanation

d: none of the above Explanation

Explanation

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