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d (cm) 14 E. d = f(t) 10 6 + t (sec) 1 Figure 14 162. A new experiment with the weight and spring from Problem 161 is represented by Figure 15. Compare Figure 15 to Figure 14. How do the oscillations differ? For both figures, the weight was disturbed at time t = -0.25 and then left to move naturally; determine the nature of the initial disturbances. d (cm) d = f(t) 14 10 6. t (sec) 3 Figure 15

d (cm) 14 E. d = f(t) 10 6 + t (sec) 1 Figure 14 162. A new experiment with the weight and spring from Problem 161 is represented by Figure 15. Compare Figure 15 to Figure 14. How do the oscillations differ? For both figures, the weight was disturbed at time t = -0.25 and then left to move naturally; determine the nature of the initial disturbances. d (cm) d = f(t) 14 10 6. t (sec) 3 Figure 15

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d (cm) 14 E. d = f(t) 10 6 + t (sec) 1 Figure 14 162. A new experiment with the weight and spring from Problem 161 is represented by Figure 15. Compare Figure 15 to Figure 14. How do the oscillations differ? For both figures, the weight was disturbed at time t = -0.25 and then left to move naturally; determine the nature of the initial disturbances. d (cm) d = f(t) 14 10 6. t (sec) 3 Figure 15
Transcribed Image Text:d (cm) 14 E. d = f(t) 10 6 + t (sec) 1 Figure 14 162. A new experiment with the weight and spring from Problem 161 is represented by Figure 15. Compare Figure 15 to Figure 14. How do the oscillations differ? For both figures, the weight was disturbed at time t = -0.25 and then left to move naturally; determine the nature of the initial disturbances. d (cm) d = f(t) 14 10 6. t (sec) 3 Figure 15
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