The speed of light and relativity

Grade 11 Science Worksheet - Building Confidence

NameDate

Circle the best answer, or write your answer on the line.

  1. A particle moves at 0.6c. Using γ = 1 ÷ √(1 − v²/c²), what is γ, to 0.01, Ari?

  2. A particle moves at 0.8c. Using γ = 1 ÷ √(1 − v²/c²), what is γ, to 0.01, Bo?

  3. A particle moves at 0.96c. Using γ = 1 ÷ √(1 − v²/c²), what is γ, to 0.01, Esme?

  4. Read this first

    Photon diagram with two observers

    Observer A rides a train moving at 0.6c, holding a light clock where light bounces between two mirrors. Observer B stands beside the track. Both measure the light's speed as c. B sees the light take a longer, slanted path, so B sees A's clock tick slower.

  5. In the photon diagram, what speed does B measure for the light in A's clock, Jun?

    • c, the same as A measures
    • c − 0.6c
    • c + 0.6c, adding the train's speed
  6. In the photon diagram, whose clock does B see ticking slower, Kira?

    • B's own clock
    • Both tick at the same rate
    • A's clock on the train
  7. In the photon diagram, why does B see each tick take longer, Luz?

    • B's eyes see light more slowly
    • The light's path is longer
    • The light slows down
  8. What is the speed of light in a vacuum, Milo?

    • 3,000,000,000 m/s
    • 150,000 m/s
    • 299,792,458 m/s
  9. A train's headlight shines forward as it moves. How fast does the light leave, measured from the ground, Noah?

    • c, the same as from a still lamp
    • c plus the moving train's own speed
    • c minus the train's speed
  10. What does special relativity say about time, Ren?

    • Time runs alike in each frame
    • Time stops on trains
    • Moving clocks run slow
  11. Why don't we notice time slowing on a moving bus, Tala?

    • The bus's air slows the effect down
    • Buses are too heavy for it
    • Its speed is tiny compared with c
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The speed of light and relativity

Answer Key - Grade 11 Science Worksheet - Building Confidence

Circle the best answer, or write your answer on the line.

  1. A particle moves at 0.6c. Using γ = 1 ÷ √(1 − v²/c²), what is γ, to 0.01, Ari?

    1.25
  2. A particle moves at 0.8c. Using γ = 1 ÷ √(1 − v²/c²), what is γ, to 0.01, Bo?

    1.67
  3. A particle moves at 0.96c. Using γ = 1 ÷ √(1 − v²/c²), what is γ, to 0.01, Esme?

    3.57
  4. Read this first

    Photon diagram with two observers

    Observer A rides a train moving at 0.6c, holding a light clock where light bounces between two mirrors. Observer B stands beside the track. Both measure the light's speed as c. B sees the light take a longer, slanted path, so B sees A's clock tick slower.

  5. In the photon diagram, what speed does B measure for the light in A's clock, Jun?

    • c, the same as A measures
    • c − 0.6c
    • c + 0.6c, adding the train's speed
  6. In the photon diagram, whose clock does B see ticking slower, Kira?

    • B's own clock
    • Both tick at the same rate
    • A's clock on the train
  7. In the photon diagram, why does B see each tick take longer, Luz?

    • B's eyes see light more slowly
    • The light's path is longer
    • The light slows down
  8. What is the speed of light in a vacuum, Milo?

    • 3,000,000,000 m/s
    • 150,000 m/s
    • 299,792,458 m/s
  9. A train's headlight shines forward as it moves. How fast does the light leave, measured from the ground, Noah?

    • c, the same as from a still lamp
    • c plus the moving train's own speed
    • c minus the train's speed
  10. What does special relativity say about time, Ren?

    • Time runs alike in each frame
    • Time stops on trains
    • Moving clocks run slow
  11. Why don't we notice time slowing on a moving bus, Tala?

    • The bus's air slows the effect down
    • Buses are too heavy for it
    • Its speed is tiny compared with c