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Mass (g) Table 3: Period of Oscillation for Spring 1 t-Time for 10 complete oscillations (s) Period (s) Period Squared T=t/10 T² 50g 5.53 0.553 100g 7.68 0.768 250g 11.85 1.185

Mass (g) Table 3: Period of Oscillation for Spring 1 t-Time for 10 complete oscillations (s) Period (s) Period Squared T=t/10 T² 50g 5.53 0.553 100g 7.68 0.768 250g 11.85 1.185

Physics for Scientists and Engineers, Technology Update (No access codes included)
Physics for Scientists and Engineers, Technology Update (No access codes included)
9th Edition
ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter15: Oscillatory Motion
Section: Chapter Questions
Problem 15.8CQ: Is it possible to have damped oscillations when a system is at resonance? Explain.
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Fill out the following table

a. Plot T2 as a function of mass. T2 will be on the y-axis and mass will be on the x-axis. Note: You
will need to convert mass from grams into kilograms before making your graph.


b. Find the best fit line. What is the slope of the best fit line?


c. Use the slope of the best fit line to calculate the spring constant. Use
k = 4 π 2/slope .

Mass (g) Table 3: Period of Oscillation for Spring 1 t-Time for 10 complete oscillations (s) Period (s) Period Squared T=t/10 T² 50g 5.53 0.553 100g 7.68 0.768 250g 11.85 1.185
Transcribed Image Text:Mass (g) Table 3: Period of Oscillation for Spring 1 t-Time for 10 complete oscillations (s) Period (s) Period Squared T=t/10 T² 50g 5.53 0.553 100g 7.68 0.768 250g 11.85 1.185
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