Same masses are attached to different springs, one is vibrating faster. Why?

The spring with a higher spring constant  ‘k’ vibrates faster because the time period T≈2π√m/k is inversely proportional to ‘k’.

Related Questions:

  1. Give an example of vibratory motion which is not simple harmonic motion. Give a reason for your selection.
  2. At the extreme position, velocity is zero but acceleration is maximum in simple harmonic motion. How can you theoretically explain it?
  3. What will happen to the acceleration of a mass-spring system if its mass is doubled?
  4. A simple pendulum has a time period “T”. What will happen to its time period if its thread length is shortened to half?
  5. A simple pendulum has a time period of 4 seconds. Will its time period remain the same or change if its steel bob is replaced by a wooden bob of the same size?
  6. Simple harmonic motion and waves
  7. Simple harmonic motion and waves-NFE