Question:medium
With usual notations for a rigid body in rotational motion about a fixed axis, its
With usual notations for a rigid body in rotational motion about a fixed axis, its
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\(L = I\omega\) is the rotational analogue of linear momentum \(p = mv\).
Updated On: Apr 24, 2026
- kinetic energy is \(I\omega^{2}\)
- angular momentum is \(I\omega\)
- work done is \(\tau^{2}\omega^{2}\)
- power is \(\tau \omega^{2}\)
- angular velocity is \(\frac{d\omega}{dt}\)
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The Correct Option is B
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