The graph on the following page mirrors the displacement that the block as a role of time (this is the exact same mass-spring case as difficulty 1 but with a various mass). The maximum displacement is 15 cm. (The graph for this practice is listed at the finish of this laboratory on page 7. For her records, trace your services from your completed graphs into your laboratory notebook, copy your solution, and also fasten the copy into your notebook.)

a) If k = 150 N/m, calculate the mass of the block.

You are watching: The graph on the next page shows the displacement

b) attract the graphs because that velocity and also acceleration that the motion. On the graphs, label the maximum values of velocity and acceleration, respectively.

c) attract the graph for kinetic energy and also calculate and label ~ above the graph the maximum worth of KE

d) draw the graph for the elastic potential energy and also calculate and label ~ above the graph the maximum worth of the elastic PE.

e) calculation the numerical value and draw the graph because that the total energy. Learn this topic by watchingEnergy in straightforward Harmonic Motion concept Videos
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