A moment of inertia of a solid fly wheel about its axis is 0.1kgm. It is set in rotation by applying a tangential force of 20N, with the rope wound round the circumference, the radius of the wheel being 0.1m. Calculate the angular acceleration of the fly wheel.

Question

Sonu Saini · Answer

so, torque = I ἀ (ἀ is angular acceleration&I is moment of inertia) 20×0.1 = 0.1×ἀ (torque provided by tangantial force) ἀ = 20 rad/sec^2

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A moment of inertia of a solid fly wheel about its axis is 0.1kgm. It is set in rotation by applying a tangential force of 20N, with the rope wound round the circumference, the radius of the wheel being 0.1m. Calculate the angular acceleration of the fly wheel.

A moment of inertia of a solid fly wheel about its axis is 0.1kgm. It is set in rotation by applying a tangential force of 20N, with the rope wound round the circumference, the radius of the wheel being 0.1m. Calculate the angular acceleration of the fly wheel.

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A moment of inertia of a solid fly wheel about its axis is 0.1kgm. It is set in rotation by applying a tangential force of 20N, with the rope wound round the circumference, the radius of the wheel being 0.1m. Calculate the angular acceleration of the fly wheel.

A moment of inertia of a solid fly wheel about its axis is 0.1kgm. It is set in rotation by applying a tangential force of 20N, with the rope wound round the circumference, the radius of the wheel being 0.1m. Calculate the angular acceleration of the fly wheel.

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