A rod of length l and mass m pivoted at one end is held by a spring at its midpo

Question

A rod of length l and mass m pivoted at one end is held by a spring at its midpoint and a spring at its far end, both pulling in opposite directions. The spring have spring constant k and at equilibrium their pull is perpendicular to the rod. Find the frequency of small oscillations about the equilibrium position? A rod of length l and mass m pivoted at one end is held by a spring at its midpoint and a spring at its far end, both pulling in opposite directions. The spring have spring constant k and at equilibrium their pull is perpendicular to the rod. Find the frequency of small oscillations about the equilibrium position?

Explanation / Answer

k=3/2k w=1/2pi(2m/3k)

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