Work and power — basic definition: In mechanics, the rate at which work is done or energy is transferred per unit time is called:

Introduction / Context:
Power quantifies how quickly work is performed. In machines and structures, power ratings determine motor sizing, heat generation, and efficiency comparisons between processes performing the same total work in different times.

Given Data / Assumptions:

• Work W measured in joules; time t in seconds.
• Average power P_avg = W / t; instantaneous power P = dW/dt.
• Mechanical context, no special constraints.

Concept / Approach:
Energy forms (potential, kinetic) are states; power is a rate. Therefore, the only term that represents rate of doing work is power.

Step-by-Step Solution:
Use definition: Power = work per unit time.Expressed as P = dW/dt or P = F * v when force and velocity are collinear.Hence, among the options, the correct term is power.

Verification / Alternative check:
Dimensional analysis: [Power] = joule/second = watt (W). Neither potential nor kinetic energy has time in the denominator; they are stored energy measures (J).

Why Other Options Are Wrong:

• potential energy: Stored energy due to position/configuration.
• kinetic energy: Energy of motion, 0.5mv^2.
• none of these: Incorrect because power is explicitly listed and correct.

Common Pitfalls:

• Confusing high energy with high power; a small energy released quickly can be high power.

Final Answer:
power