The circle's radius in Case A is twice that of Case B. The period (time for one circle) in Case A is three times that of Case B. How does the speed in Case A compare to the speed in Case B? Case A Case B 3-т T R 2-R O 3(3.14)/2 O 2(3.14)/3 О 3/2 2/3

Physics for Scientists and Engineers: Foundations and Connections
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ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter2: One Dimensional Motion
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The circle’s radius in Case A is twice that of Case B. The period (time for one circle) in Case A is three times that of Case B. How does the speed in Case A compare to the speed in Case B?

The circle's radius in Case A is twice that of Case B. The period (time for
one circle) in Case A is three times that of Case B. How does the speed in
Case A compare to the speed in Case B?
Case A
Case B
3-T
T
R
2-R
O 3(3.14)/2
O 2(3.14)/3
3/2
2/3
Transcribed Image Text:The circle's radius in Case A is twice that of Case B. The period (time for one circle) in Case A is three times that of Case B. How does the speed in Case A compare to the speed in Case B? Case A Case B 3-T T R 2-R O 3(3.14)/2 O 2(3.14)/3 3/2 2/3
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