C. Period of Oscillation DATA TABLE 3 田 Total suspended mass (kg) Total time Number of T (s') Average period (s) • (s) oscillations mi 0.500 12.85 20 m2 0.400 11.62 20 m3 0.300 10.29 20 m4 0.200 8.26 20 slope of graph computed spring constant k (units) (units) percent difference of k

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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ks
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C. Period of Oscillation
DATA TABLE 3
国
Total suspended
mass (kg)
Total time
Number of
T2 (s)
Average
period
(s)
· (s)
oscillations
0.500
12.85
20
m2
0.400
11.62
20
m3
0.300
10.29
20
m4
0.200
8.26
20
slope of graph
computed spring constant k
(units)
(units)
percent difference of k
Transcribed Image Text:Number Box v Parts Cap v Object Equation Symbol Numbe ks Comments Header & Footer Text Symbols C. Period of Oscillation DATA TABLE 3 国 Total suspended mass (kg) Total time Number of T2 (s) Average period (s) · (s) oscillations 0.500 12.85 20 m2 0.400 11.62 20 m3 0.300 10.29 20 m4 0.200 8.26 20 slope of graph computed spring constant k (units) (units) percent difference of k
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Procedure C (p.237)
O Procedure for Simple Harmonic Motion (Procedure C)
Follow Procedure C: Period of oscillation
Start with m,=200 g, add 100 g each row, up to m, = 600 g (if possible).
Measure the average period T with 10 oscillations.
Make a graph: T2 (s²) vs. mass including the holder mass (in kg).
Write under Table 3 on p.234 the mass of the holder in kg.
Find the slope in proper units, spring/force constant k in N/m and
% difference between the value of k from Table 2 and 3.
Fill Table 3 on p.234.
Display Settings
19
88
Transcribed Image Text:自度网盘 can contain viruses. Unless you need to edit, it's safer to stay in Protected View. Share Enable Editing Procedure C (p.237) O Procedure for Simple Harmonic Motion (Procedure C) Follow Procedure C: Period of oscillation Start with m,=200 g, add 100 g each row, up to m, = 600 g (if possible). Measure the average period T with 10 oscillations. Make a graph: T2 (s²) vs. mass including the holder mass (in kg). Write under Table 3 on p.234 the mass of the holder in kg. Find the slope in proper units, spring/force constant k in N/m and % difference between the value of k from Table 2 and 3. Fill Table 3 on p.234. Display Settings 19 88
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