Springs in motion: period, frequency and graphs

Grade 11 Science Worksheet

NameDate

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

  1. A 0.5 kg mass hangs on a spring with k = 50 N/m. What is the period of its oscillation, to 0.01 s, Bo?

  2. A 0.9 kg mass hangs on a spring with k = 40 N/m. What is the period of its oscillation, to 0.01 s, Esme?

  3. In the graph, at which time is the mass moving fastest, Kira?

    • 0 s, at the top of the line
    • 0.5 s, as it passes equilibrium
    • 1 s, at the bottom of the line
  4. In the graph, at which time is the mass's acceleration greatest, Luz?

    Use the picture in question 3.

    • 1 s, at the bottom turning point
    • 0.5 s, as it passes equilibrium
    • 1.5 s, as it passes equilibrium
  5. In the graph, where is the mass at 1.5 s, and which way is it moving, Milo?

    Use the picture in question 3.

    • At equilibrium, moving up
    • At the top, at rest
    • At equilibrium, moving down
  6. The mass on a spring is made 4 times larger. What happens to the period, Noah?

    • It doubles
    • It halves
    • It becomes 4 times longer
  7. A spring 4 times stiffer holds the same mass. What happens to the period, Pia?

    • It becomes 4 times shorter
    • It halves
    • It doubles
  8. A 0.2 kg mass gives a 1.0 s period on a spring. About what period does a 0.8 kg mass give on the same spring, Ren?

    • About 2.0 s
    • About 0.5 s
    • About 4.0 s
  9. Where in the motion is the spring's elastic energy greatest, Tala?

    • At equilibrium, where the speed and the kinetic energy are biggest
    • At the turning points, where the stretch is biggest
    • The same at each point of the path
  10. With no friction, what happens to the total of kinetic and elastic energy as the mass oscillates, Ari?

    • It falls a little each cycle
    • It peaks as the mass passes equilibrium
    • It stays the same
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Springs in motion: period, frequency and graphs

Answer Key - Grade 11 Science Worksheet

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

  1. A 0.5 kg mass hangs on a spring with k = 50 N/m. What is the period of its oscillation, to 0.01 s, Bo?

    0.63 s
  2. A 0.9 kg mass hangs on a spring with k = 40 N/m. What is the period of its oscillation, to 0.01 s, Esme?

    0.94 s
  3. In the graph, at which time is the mass moving fastest, Kira?

    • 0 s, at the top of the line
    • 0.5 s, as it passes equilibrium
    • 1 s, at the bottom of the line
  4. In the graph, at which time is the mass's acceleration greatest, Luz?

    Use the picture in question 3.

    • 1 s, at the bottom turning point
    • 0.5 s, as it passes equilibrium
    • 1.5 s, as it passes equilibrium
  5. In the graph, where is the mass at 1.5 s, and which way is it moving, Milo?

    Use the picture in question 3.

    • At equilibrium, moving up
    • At the top, at rest
    • At equilibrium, moving down
  6. The mass on a spring is made 4 times larger. What happens to the period, Noah?

    • It doubles
    • It halves
    • It becomes 4 times longer
  7. A spring 4 times stiffer holds the same mass. What happens to the period, Pia?

    • It becomes 4 times shorter
    • It halves
    • It doubles
  8. A 0.2 kg mass gives a 1.0 s period on a spring. About what period does a 0.8 kg mass give on the same spring, Ren?

    • About 2.0 s
    • About 0.5 s
    • About 4.0 s
  9. Where in the motion is the spring's elastic energy greatest, Tala?

    • At equilibrium, where the speed and the kinetic energy are biggest
    • At the turning points, where the stretch is biggest
    • The same at each point of the path
  10. With no friction, what happens to the total of kinetic and elastic energy as the mass oscillates, Ari?

    • It falls a little each cycle
    • It peaks as the mass passes equilibrium
    • It stays the same