2. A classical harmonic oscillator with mass of 1.00 kg and operating with a force constant...

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2. A classical harmonic oscillator with mass of 1.00 kg and operating with a force constant of 2.00 kg s 2 (2.00 J m 2) is released from rest at t = 0 and x = 0.100 m. a. What is the function x(t) describing the trajectory of the oscillator? b. Where is the oscillating mass when t = 3 sec? c. What is the total energy of the oscillator? d. What is the potential energy when t = 3 sec? e. What is the time-averaged potential energy? f. What is the time-averaged kinetic energy? g. How fast is the oscillator moving when t = 3 sec? h. Where are the turning points for the oscillator? i. What is the frequency of the oscillator? 2. A classical harmonic oscillator with mass of 1.00 kg and operating with a force constant of 2.00 kg s 2 (2.00 J m 2) is released from rest at t = 0 and x = 0.100 m. a. What is the function x(t) describing the trajectory of the oscillator? b. Where is the oscillating mass when t = 3 sec? c. What is the total energy of the oscillator? d. What is the potential energy when t = 3 sec? e. What is the time-averaged potential energy? f. What is the time-averaged kinetic energy? g. How fast is the oscillator moving when t = 3 sec? h. Where are the turning points for the oscillator? i. What is the frequency of the oscillator?

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