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Energy of moving objects

Year 10 • Physics

Choose a lesson (41)

  1. Calculating the energy of moving objects (Ek=1/2mv2)
  2. Calculating energy changes (Ek and Ep)
  3. Calculating energy changes - with complex examples (Ek and Ep)
  4. Calculating energy changes (E)
  5. Calculating energy changes - with complex examples (KE and dGPE)
  6. Calculating the energy of moving objects (KE=1/2mv2)
  7. Calculating energy changes - with complex examples (E)
  8. Calculating energy changes (KE and dGPE)
  9. Stretching a spring analysis (F=ke)
  10. Efficiency (in terms of energy and power)
  11. Calculating the energy of a spring (E = 1/2 kx²)
  12. Calculating the energy of springs (E = 1/2 kx²)
  13. Stretching a spring analysis (F=kx)
  14. Calculating the energy of a spring (Ee = 1/2 ke²)
  15. Stretching a spring analysis and calculations (F=ke)
  16. Power (P = E ÷ t)
  17. The energy of objects in a gravitational field (E=mgh)
  18. Efficiency (in terms of useful energy transferred)
  19. The energy of an object in a gravitational field (E=mgh)
  20. The energy of objects in a gravitational field (dGPE=m x g x dh)
  21. Work done (W = F × s)
  22. Calculating the energy of moving objects (E=1/2mv2)
  23. Calculating the energy of a moving object (E=1/2mv2)
  24. Calculating efficiency (in terms of useful output energy transfer)
  25. The energy of an object in a gravitational field (dGPE=m x g x dh)
  26. Stretching a spring analysis and calculations (F=kx)
  27. The energy of an object in a gravitational field (EP=mgh)
  28. Power calculations (P = W/t)
  29. Calculating the energy of springs (Ee = 1/2 ke²)
  30. Calculating efficiency (in terms of useful energy transferred)
  31. The energy of objects in a gravitational field (EP=mgh)
  32. Calculating the energy of a moving object (KE=1/2mv2)
  33. Power (P = W ÷ t)
  34. Work done calculations (W = F × s)
  35. Calculating efficiency (in terms of energy and power)
  36. Calculating the energy of a moving object (Ek=½mv²)
  37. Power calculations (P = E ÷ t)
  38. Stretching a spring practical
  39. Efficiency (in terms of useful output energy transfer)
  40. Work done calculations (E = F × d)
  41. Work done (E = F × d)