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Work, Energy, and Power Mock Test – Class 11 Physics

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Work, Energy, and Power – Progressive Test

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1. A motor does of work in . What is its average power?

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2. Use the arrangement described below: a light string passes over a smooth pulley, connecting block P on a horizontal table to hanging block Q. As Q moves downward, P moves horizontally toward the pulley. Ignoring friction, how is the work done by tension on the two blocks classified?

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3. The work-energy theorem states that the net work done on a body is equal to

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4. Near Earth's surface, if the zero of gravitational potential energy is chosen at , the gravitational potential energy at height is

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5. A body moves from to . The net work done on the body is

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6. A spring is stretched slowly from its natural length by . If , the work done by the external agent is

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7. A block attached to a spring is pulled slowly from the natural position to . The spring constant is . The final spring force magnitude and the external work done are respectively

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8. A body moves from a point where and to another point where . If no non-conservative work is done, its speed at the second point is

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9. A small cart and a large cart have equal kinetic energies. The large cart has greater momentum magnitude. This is consistent with

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10. The following statements refer to oblique collision with a fixed smooth wall.
I. The velocity component normal to the wall is affected by the collision.
II. The velocity component parallel to the wall remains unchanged for a smooth wall.
III. In an elastic collision, the speed remains unchanged.
IV. In an elastic collision, both components must become zero.
The true statements are

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11. A particle of mass moves in a potential-energy field with total energy . At position P, ; at position Q, . The speed is greater at

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12. A ball falls freely through a vertical height of . If its mass is , what is the work done by gravity? Take .

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13. Study the table about conservative and non-conservative work.

Row Situation Best classification
P Gravity near Earth between fixed heights path independent
Q Ideal spring force between fixed extensions path independent
R Kinetic friction along different path lengths path dependent
S Kinetic friction over a closed rough path always zero work

The row that needs correction is

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14. A student reads an graph and says, "The largest force value must be multiplied by the whole displacement to get work." The best response is that this method

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15. For a force acting along the -axis, a negative value of means that

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16. The expression shows that work is a

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17. Match the mechanical energy terms with their most suitable descriptions.

Term Description
P. Kinetic energy 1. Energy due to position or configuration
Q. Potential energy 2. Rate of doing work
R. Mechanical energy 3. Energy due to motion
S. Power 4. Sum

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18. Assertion: The work done by a force perpendicular to displacement is zero.
Reason: In , .

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19. A pump lifts of energy in . Its average power is

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20. Two machines lift identical loads through the same vertical height, but machine completes the task in less time than machine . The quantity that is definitely greater for machine is

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21. Study the table about an ideal spring.

Row Quantity or process Expression or sign
P Spring force
Q Spring potential energy
R Work by spring from to
S Slow external work from to

The row that needs correction is

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22. For a body moving near Earth's surface, the relation between work done by gravity and change in gravitational potential energy is

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23. A point on a potential energy curve is called a turning point of the motion when

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24. A body is moved around a closed rough track and returns to its starting point. The work done by kinetic friction over the complete trip is generally

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25. A block of mass starts from rest at height and slides down a rough track. At the bottom its speed is . Taking , the work done by friction is

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26. Two forces act on a box while it moves in a straight line. Force does of work and force does of work. The net work done on the box is

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27. A body is moved between two points. Gravity does of work, while friction does of work. The change in kinetic energy is

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28. A cart moving at collides elastically with a stationary cart on a straight frictionless track. The final velocity of the cart is

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29. A pendulum bob rises from the lowest point to a height above it. Neglecting air resistance, the speed it must have at the lowest point to just reach that height is

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30. Study the table about machine efficiency.

Row Input power Useful output power Efficiency claim
P
Q
R for an ordinary passive machine
S

The row that is physically unsuitable for an ordinary passive machine is

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31. A body has initial kinetic energy . The net work done on it is . Its final kinetic energy is

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32. A final integrated record is shown below.

Case Given situation Most suitable first principle
P Object falls without air resistance conservation of mechanical energy
Q Rough surface removes energy include work by friction
R Bodies stick during a short isolated collision momentum conservation
S Power varies with time use final power only, ignoring earlier values

The row that needs correction is

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33. The same ideal spring is compressed by in one case and stretched by in another case. The elastic potential energy stored in the spring is

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34. A stationary object separates into two parts. Part P has mass , and part Q has mass . If part P moves with speed , the speed of part Q is

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35. A graph of potential energy has a local minimum at . A particle with total energy slightly above is placed near . Its motion near is best described as

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36. A collision is described as isolated and perfectly inelastic. Which pair of statements is correct?

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37. A moving hammer strikes a nail and drives it into wood. In the work-energy description, the hammer mainly uses its

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38. In a region where the graph is perfectly horizontal, the force on the particle is

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39. A collision record shows that the total momentum before and after collision is the same, but the final kinetic energy is smaller than the initial kinetic energy. The collision is best classified as

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40. A body has initial speed . During its motion, the signed area under the graph is . Its final speed is

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41. A machine receives input energy at the rate and delivers useful output energy at the rate . The efficiency of the machine is

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42. Study the table about mechanical energy conservation.

Row Situation Conclusion
P Only gravity acts, air resistance neglected is constant
Q Smooth spring-block system is constant
R Rough horizontal surface with kinetic friction is necessarily constant
S Smooth vertical motion under gravity loss of becomes gain of

The row that needs correction is

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43. A potential energy function is , where is in and is in . The equilibrium position is

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44. A body is moving to the right. A net force to the left acts on it for some displacement to the right. According to the work-energy theorem, the body's kinetic energy

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45. A motor does the same work in half the time. Its average power becomes

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46. A machine lifts water with useful output power . If its efficiency is , the rate at which energy is wasted is

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47. A force of magnitude acts on a body while the displacement has magnitude . The displacement component along the force is . A valid expression for work is therefore

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48. A box is moved from the floor to a table high and then to a shelf high. Taking , the increase in gravitational potential energy from the table to the shelf is

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49. A lift carries a total mass of upward at constant speed . If , the minimum motor power needed to lift it is

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50. In a one-dimensional comparison, body P has mass and speed , while body Q has mass and speed . Their momenta and kinetic energies compare as

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