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Work, Energy and Power – Potential Energy, Conservation of Energy

Physics · Grade 11 · Week 16 · 25 questions

Work, Energy and Power is a foundational Grade 11 physics chapter that covers Potential Energy and Conservation of Energy. Mastering these ideas sharpens your problem-solving for numericals and conceptual questions alike.

What you'll practise

  • Calculate Potential Energy
  • Calculate Conservation of Energy
  • Apply work, energy and power concepts to NCERT exercise and exemplar problems
All 25 questions in this Work, Energy and Power – Potential Energy, Conservation of Energy quiz

Grade 11 PhysicsWork, Energy and Power – Potential Energy, Conservation of Energy: 25 practice questions with instant scoring and explanations.

  1. Potential energy is energy due to:
  2. Gravitational PE near Earth's surface is:
  3. Spring PE for extension x is:
  4. Law of conservation of energy states:
  5. A ball dropped from height h has maximum KE:
  6. Work done by a conservative force in a closed path is:
  7. Example of non-conservative force:
  8. For a conservative force F, relation with PE U is:
  9. A spring of constant 200 N/m is stretched 10 cm. PE stored is:
  10. Total mechanical energy of a freely falling body is:
  11. Escape from a system's conservative force corresponds to energy:
  12. The PE at natural length of spring is:
  13. Einstein's mass-energy equivalence is:
  14. If 1 kg mass is fully converted to energy, energy released is about:
  15. A simple pendulum has maximum KE at:
  16. A simple pendulum has maximum PE at:
  17. Energy stored in a stretched wire is:
  18. Unit of spring constant k:
  19. Two springs k₁ and k₂ in series have equivalent:
  20. Two springs k₁ and k₂ in parallel have equivalent:
  21. PE of a body at height h above Earth's surface (h<<R):
  22. A body of mass 1 kg is at height 10 m. Its PE (g=10):
  23. Which has more PE: 2 kg at 5 m or 1 kg at 10 m?
  24. The potential well represents:
  25. Energy conservation is obeyed in:
Question 1 of 250 correct so far

Potential energy is energy due to: