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Work, Energy and Power
General Studies
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Work, Energy and Power

Everything you need to master Work, Energy and Power โ€” the core concept, the method that actually works, and solved practice questions, all in one focused place. ยท by Digital Benchers

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Work, Energy and Power is an important topic in General Studies for competitive exam aspirants. This guide gives you a clear, exam-focused explanation of Work, Energy and Power, shows how it is typically asked, and pairs it with solved practice questions so you can learn the approach and test yourself right away. Work through the questions below to build speed and accuracy.

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Q1Which of the following is correct about work done by a force? 1. Work is a scalar quantity. 2. Work done can be positive, negative, or zero. 3. Work is maximum when force and displacement are perpendicular. Select the correct answer:MediumSolve โ†’Q2A coolie carrying a load on his head and walking on a horizontal platform does no work against:MediumSolve โ†’Q3Consider a spring compressed by a force F. The potential energy stored in the spring is proportional to:MediumSolve โ†’Q4Select the correct statements: 1. Kinetic energy is frame-dependent. 2. Potential energy is absolute. 3. Total mechanical energy remains constant in conservative systems.MediumSolve โ†’Q5A man lifts a box of mass 10 kg to a height of 2 m. Take g = 10 m/sยฒ. What is the work done by the man?MediumSolve โ†’Q6A body of mass m moving with speed v has kinetic energy E. If its speed becomes 3v, its kinetic energy will be:MediumSolve โ†’Q7Which of the following correctly distinguishes conservative and non-conservative forces? 1. Work done by conservative forces is path-independent. 2. Work done by non-conservative forces depends on the path. 3. Gravitational force is non-conservative.MediumSolve โ†’Q8Qโ‚ˆ. The SI unit of power is:MediumSolve โ†’Q9Which of the following forces is non-conservative?MediumSolve โ†’Q10Select the correct statements: 1. A body moving in a circle at constant speed does work against centripetal force. 2. Power is a vector quantity. 3. The slope of the work-time graph gives power.MediumSolve โ†’

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