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{"ops":[{"insert":"Let us consider a swing as a harmonic oscillator! The velocity of the swing at the lowest position is 3 m\/s. The acceleration at the highest point is 3 m\/s2 . Write down the displacement-time function!\n\nThe parameters of the spring oscillator shown by the figure are: m = 3 kg and k = 300 N\/m. We displace the ball to the left by s = 10 cm from the equilibrium position, then release it. Let us assume there is no loss of energy in the system! Calculate: \na) the natural frequency of the system, \nb) the period of the oscillation, \nc) the amplitude of the oscillation!\u00a0\n"}]}
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