The Physics of Resonance and Simple Harmonic Motion

14 questions covering topics 4.1 to 4.3 of the HL Physics syllabus. Require knowledge of the basic rules of simple harmonic motion and the ability to manipulate and understand equations related to the topic.

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1. The displacement (X) of a system in simple harmonic motion is related to the amplitude (x0), angular velocity (ω) and time period (T) by the equation...?

  • X = ω sin(x0T)
  • X = x0 cos(ωT)
  • X = T cos(ωx0)
  • X = T sin(ωx0)
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Other questions in this quiz

2. If, X = x0 cos(ωT), gives the displacement of a body in simple harmonic motion, which equation gives it's velocity? (Where V0 is the maximum velocity)

  • X = -V0 cos(ωT)
  • X = -V0 sin(ωT)
  • X = -T cos(ωV0)
  • X = V0 sin(ωT)

3. For simple harmonic motion to occur, an entity must experience a restoring force...

  • Away from the position of equilibrium and proportional to the displacement from the equilibrium
  • Away from the position of equilibrium and inversely proportional to the displacement from the equilibrium
  • Towards the position of equilibrium and inversely proportional to the displacement from the equilibrium
  • Towards the position of equilibrium and proportional to the displacement from the equilibrium

4. Hooke's Law states that the net force (Fnet) which a spring exerts on an entity is related to it's displacement (x) where (k) is a constant by the equation...

  • Fnet = -kx
  • Fnet = k / x
  • Fnet = kx
  • Fnet = -k / x

5. This means that the acceleration (a) can be related to the displacement (x) by the equation...

  • a = x
  • a ∝ -x
  • a ∝ x
  • a = -x

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