What term describes the power applied to make a rotary device rotate?

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Multiple Choice

What term describes the power applied to make a rotary device rotate?

Explanation:
Rotational power is the term that describes the power causing a device to turn. In rotation, the driving factor is torque—the turning effort—while power represents how quickly energy is being transferred as the device spins. The relationship is P = τ × ω, meaning power equals torque times angular velocity. This shows that rotation involves both how hard you push to turn and how fast it turns. Linear power describes motion along a straight line, so it doesn’t apply to rotation. Spin power isn’t a standard term in engineering practice, and torque power isn’t used because torque is the turning force and power is the rate of energy transfer; the conventional way to describe rotation-related power is rotary (or rotational) power.

Rotational power is the term that describes the power causing a device to turn. In rotation, the driving factor is torque—the turning effort—while power represents how quickly energy is being transferred as the device spins. The relationship is P = τ × ω, meaning power equals torque times angular velocity. This shows that rotation involves both how hard you push to turn and how fast it turns.

Linear power describes motion along a straight line, so it doesn’t apply to rotation. Spin power isn’t a standard term in engineering practice, and torque power isn’t used because torque is the turning force and power is the rate of energy transfer; the conventional way to describe rotation-related power is rotary (or rotational) power.

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