The mass moment of inertia of a cylinder having radius 'R' and mass 'm' about its axis is equal to

1
\(I = \frac{1}{2}m{R^2}\)
2
\(I = m{R^4}\)
3
\(I = \frac{m}{3}{R^3}h\)
4
\(I = \frac{mR}{2}\)

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