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R string R string 2m m Case 2 Case 1 2v 2R

R string R string 2m m Case 2 Case 1 2v 2R

College Physics
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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R R 2m m Case 2 Case 1 2R 2v string m Case 3 In the figure above, rank the periods of the three masses from greatest to least. Note: The period is the time required to travel once around the circle. Info: Case 1: m, v, R Case 2: 2m, 1.5v, 1.5R Case 3: m, 2v, 2R Period 1 > Period 2 = Period 3 Period 1 = Period 2 > Period 3 Period 2 > Period 1 = Period 3 Period 3 = Period 1 > Period 2 Period 1 = Period 2 = Period 3 Unable to compare periods without additional information string string
Transcribed Image Text:R R 2m m Case 2 Case 1 2R 2v string m Case 3 In the figure above, rank the periods of the three masses from greatest to least. Note: The period is the time required to travel once around the circle. Info: Case 1: m, v, R Case 2: 2m, 1.5v, 1.5R Case 3: m, 2v, 2R Period 1 > Period 2 = Period 3 Period 1 = Period 2 > Period 3 Period 2 > Period 1 = Period 3 Period 3 = Period 1 > Period 2 Period 1 = Period 2 = Period 3 Unable to compare periods without additional information string string
Expert Solution
Step 1

The mathematical formula to calculate the time period is given as,

T=2πrv

Here, v is velocity and r is the radius of the circle.

For case 1, v is velocity and radius is R. So time period is calculated as,

T1=2πRv

 

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