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Compute all parts of following question:

Question: A block of mass m= .6 kg is attached to a spring with a natural frequency of oscillation f= 1.45 Hz.

Part A: What is the angular frequency of this oscillator?

Part B: What is the period of the motion?

Part C: What is the stiffness of the spring?

part D: The initial position of the mass is x(0)= 0.9 m and the initial velocity is v(0)= -8 m/s. Determine the equation for the position of the mass as a function of time expressed in the form of a sine function?

Part E: Determine the equation for the position of the mass as a function of time expressed in the quadrature form of the lecture notes/

Part F: What is the maximum displacement of the mass during its motion?

Please give me an explanation for above question.

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