8. Square both sides of Equation (2) we can obtain T2 = 47 ! K m Graph T? vs. m and find the slope a of the best-fit straight line. Compare with y = ax +b 9. What does the slope represent? 10. Find k from the slope and show your work. 11. Compare the value of the spring constant found in part Il with the experimental value determined found in part 1 and find the % difference. Part III: Determine the dependence of the period on the vibration amplitude. 12. With one hanging mass, say, 0.300 kg, increase the amplitude to 4 cm. Find the period. Compare with the period when the amplitude was 2 cm. Is there any notable difference? T (еxp) (s) m = 0.260 Kg A=2cm A=4cm Questions: 1. If your spring were stiffer, what effect would it have on the period for a given mass? 2. From your observation of the hanging mass, at what point in its motion is its speed the greatest? The magnitude of its acceleration? The magnitude of its displacement?

College Physics
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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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8. Square both sides of Equation (2) we can obtain
T2 = 47 !
K
m
Graph T? vs. m and find the slope a of the best-fit straight line.
Compare with
y = ax +b
9. What does the slope represent?
10. Find k from the slope and show your work.
11. Compare the value of the spring constant found in part Il with the experimental value
determined found in part 1 and find the % difference.
Part III: Determine the dependence of the period on the vibration amplitude.
12. With one hanging mass, say, 0.300 kg, increase the amplitude to 4 cm. Find the period.
Compare with the period when the amplitude was 2 cm. Is there any notable difference?
T (еxp)
(s)
m = 0.260 Kg
A=2cm
A=4cm
Questions:
1. If your spring were stiffer, what effect would it have on the period for a given mass?
2. From your observation of the hanging mass, at what point in its motion is its speed the
greatest? The magnitude of its acceleration? The magnitude of its displacement?
Transcribed Image Text:8. Square both sides of Equation (2) we can obtain T2 = 47 ! K m Graph T? vs. m and find the slope a of the best-fit straight line. Compare with y = ax +b 9. What does the slope represent? 10. Find k from the slope and show your work. 11. Compare the value of the spring constant found in part Il with the experimental value determined found in part 1 and find the % difference. Part III: Determine the dependence of the period on the vibration amplitude. 12. With one hanging mass, say, 0.300 kg, increase the amplitude to 4 cm. Find the period. Compare with the period when the amplitude was 2 cm. Is there any notable difference? T (еxp) (s) m = 0.260 Kg A=2cm A=4cm Questions: 1. If your spring were stiffer, what effect would it have on the period for a given mass? 2. From your observation of the hanging mass, at what point in its motion is its speed the greatest? The magnitude of its acceleration? The magnitude of its displacement?
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