he graph of the velocity of a mass attached to a horizontal spring on a horizontal frictionless surface as a function of time is shown below. The numerical value of V is 5.48 m/s, and the numerical value of t0 is 8.97 s.
a) What is the amplitude of the motion in m?
b) What is the acceleration of the oscillator mass at 5.56 s in m/s2? (Remember: Arguments to trig functions must be in radians.)
c) What is the position of the oscillator mass at 6.38 s in m? (Remember: Arguments to trig functions must be in radians.)
d) If the mass attached to the spring is 5.13 kg, what is the spring constant in N/m?
e) Still assuming the mass is 5.13 kg, What is the potential energy stored in the spring at 5.79 s in Joules? (Remember: Arguments to trig functions must be in radians.)
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Without the figure "shown below" we cannot help you.
The image is basically showing a sine graph that has t0 and V meeting up at the peak height of a wave (amplitude). The graph moves sinusoidal
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