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Work, Energy, And Power Important Questions for NEET Physics - 2026

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Practice Work, Energy, And Power Important Questions - Free PDF Download

Physics is a core subject in the NEET exam, and the chapter Work, Energy, And Power is very important. Many questions in NEET come from this topic. Here you'll find Vedantu’s NEET Important Questions with Answers for this chapter.


This chapter covers work done by constant and variable forces, kinetic and potential energy, and the work-energy theorem. Other key areas include power, potential energy of a spring, law of conservation of mechanical energy, and different types of forces. You also need to know about vertical circular motion and types of collisions in one and two dimensions.


These NEET Important Questions help you focus on main concepts and understand exam patterns. Practice with these questions to prepare well. Download the free NEET Important Questions PDF for this chapter from Vedantu and enhance your preparation.


Practice Work, Energy, And Power Important Questions - Free PDF Download

1. Multiple choice questions.


Q1. When a force $\vec{F}$ moves an object in its direction through a distance $s$, the work done is:


  • (a) $Fs$
  • (b) $F/s$
  • (c) $Fs\cos\theta$
  • (d) $Fs\sin\theta$

Answer: (a) $Fs$


Q2. A spring with force constant $k$ is compressed by a distance $x$. The potential energy stored in it is:


  • (a) $kx$
  • (b) $\frac{1}{2}kx^2$
  • (c) $\frac{1}{2}k/x^2$
  • (d) $kx^2$

Answer: (b) $\frac{1}{2}kx^2$


Q3. In an elastic collision between two bodies, which of the following quantities is conserved?


  • (a) Kinetic energy only
  • (b) Momentum only
  • (c) Both kinetic energy and momentum
  • (d) Neither kinetic energy nor momentum

Answer: (c) Both kinetic energy and momentum


Q4. Power is defined as:


  • (a) Rate of doing work
  • (b) Work done per unit area
  • (c) Force per unit work
  • (d) None of the above

Answer: (a) Rate of doing work


Q5. Work done by a conservative force around a closed path is:


  • (a) Always positive
  • (b) Always negative
  • (c) Zero
  • (d) Maximum

Answer: (c) Zero


2. Very Short Answer (VSA).


Q1. Define work done by a variable force.


Answer: Work done by a variable force is the integral of force over the displacement, i.e., $W = \int \vec{F} \cdot d\vec{s}$, where force may change with position.


Q2. What is the SI unit of power?


Answer: The SI unit of power is watt (W), which is equal to one joule per second.


Q3. State the work-energy theorem.


Answer: The work–energy theorem states that the net work done by all forces on a particle equals the change in its kinetic energy.


3. Short Answer Questions.


Q1. Explain the difference between conservative and non-conservative forces with examples.


Answer: Conservative forces, like gravity or spring force, have work independent of path and zero work in a closed loop. Non-conservative forces, such as friction, have work dependent on path and cause energy dissipation as heat or sound.


Q2. Describe in brief the conservation of mechanical energy for a body in free fall.


Answer: As a body falls freely under gravity, its potential energy decreases while kinetic energy increases by the same amount. The sum of kinetic and potential energies (mechanical energy) remains constant, assuming air resistance is negligible.


Q3. A spring with a force constant $200\, \rm N/m$ is compressed by $0.1$ m. Calculate the potential energy stored in the spring.


Answer:

  1. Potential energy, $U = \frac{1}{2}kx^2$.
  2. $k = 200\, \rm N/m$, $x = 0.1$ m.
  3. $U = \frac{1}{2} \times 200 \times (0.1)^2 = 1\, \rm J$.

Q4. Two bodies of masses $m_1$ and $m_2$ undergo an elastic head-on collision. Write the equations for conservation of momentum and kinetic energy.


Answer: For momentum: $m_1u_1 + m_2u_2 = m_1v_1 + m_2v_2$. For kinetic energy: $\frac{1}{2}m_1u_1^2 + \frac{1}{2}m_2u_2^2 = \frac{1}{2}m_1v_1^2 + \frac{1}{2}m_2v_2^2$, where $u$ and $v$ are initial and final velocities.


4. True or False Questions.


Q1. In an inelastic collision, kinetic energy is always conserved.


Answer: False


Q2. The area under the force-displacement graph represents work done.


Answer: True


Q3. Power is a scalar quantity.


Answer: True


3. Fill in the Blanks Questions.


Q1. The work done by gravity when a body moves from point A to point B depends only on the _____ positions.


Answer: initial and final


Q2. The potential energy stored in a stretched spring is given by the formula ______.


Answer: $\frac{1}{2}kx^2$


Q3. In a vertical circle, the tension in the string is maximum at the ______ position.


Answer: lowest


Key Advantages of Learning Work, Energy, and Power for NEET

Understanding Work, Energy, and Power in Physics helps NEET aspirants tackle vital concepts with confidence. These questions highlight important formulas, simple numerical applications, and practical reasoning—key for quick revision before exams.


Practice from this chapter builds strong conceptual clarity on kinetic and potential energy, conservation laws, and the role of forces in daily life situations. This is crucial for NEET Physics success and deeper topic understanding.


With Vedantu’s curated questions, you can improve accuracy and speed in attempting NEET Physics. Every question aligns with the syllabus and latest requirements, making your Physics preparation easy and effective.


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FAQs on Work, Energy, And Power Important Questions for NEET Physics - 2026

1. What are the most expected NEET important questions from the 'Work, Energy, And Power' chapter?

Common NEET important questions focus on numericals based on work done by a constant or variable force, calculating kinetic and potential energies, work-energy theorem application, and conceptual MCQs on conservation of mechanical energy, vertical circular motion, and elastic vs. inelastic collisions. Practice different question types for complete coverage.

2. Which subtopics in 'Work, Energy, And Power' are most frequently asked in NEET MCQs?

MCQs often target:

  • Work done by forces (constant/variable)
  • Work-energy theorem
  • Potential energy of spring
  • Conservative vs. nonconservative forces
  • Collisions (elastic/inelastic)
Revise derivations and practical examples for these subtopics.

3. How do I solve assertion reason and statement-based important questions from this chapter?

Start by identifying the core concept in each statement, such as conservation of energy, work by friction, or elastic collision. Pay attention to keywords like “always” or “never”. Check if both statements are true, and if one explains the other logically. Practice improves accuracy for such NEET questions.

4. What types of numericals are exam-focused for 'Work, Energy, And Power' in NEET?

NEET numericals often include:

  • Calculating work done by a variable force
  • Energy of spring systems
  • Conservation of mechanical energy in vertical circles
  • Collisions (momentum, energy loss)
Practice formula application and unit conversions precisely.

5. What are common mistakes students make in Work, Energy, And Power NEET questions?

Students often:

  • Confuse conservative vs. nonconservative forces
  • Miss sign conventions (positive/negative work)
  • Forget unit consistency
  • Apply conservation incorrectly in collisions
Review key formulas and concept boundaries before solving questions.

6. How should I approach diagram-based and concept-application questions for this chapter?

For diagram-based and application questions, always analyze forces, direction of motion, and changes in energy states. Mark initial and final energies on diagrams. Apply the work-energy theorem or conservation laws carefully. Practice with chapter-wise NEET questions that use graphs or motion paths to build confidence.

7. Which revision strategies help for Work, Energy, And Power important questions before NEET?

Good revision covers:

  • Solving past NEET MCQs and assertion reason questions
  • Practicing key numericals and diagrams
  • Making formula/shortcut notes
  • Self-testing with topic-wise mock tests
Prioritize weak areas and track your progress weekly.