A spring has an unstretched length of 10 cm. When a 150 g mass is added the spring stretches to a total length of 15 cm, where the mass rests at equilibrium.
A. What is the spring constant of the spring?
B. Now the mass is pulled down by an additional 5 cm, so that the total length of the spring is 20 cm, and then released. What is the frequency and period of the subsequent oscillation?
C. Draw a graph—including numbers on the position and time axes—that shows the subsequent motion of the spring about the equilibrium position described in part B. Distances above equilibrium are positive; distances below, negative. Show on your graph the amplitude and the period of this motion.
D. Where on your graph for part C is the speed the greatest? Where is the acceleration (magnitude) the greatest?
In this question we have to find different parameters using the concept of spring mass system.
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