A bicycle tire is rotating counterclockwise at 3.141 rad/s. Over the course of 10.0 seconds, the tire's rotation slows uniformly until it comes to a complete stop. wo 3.141 rad/s Fig. 4- a bicycle wheel spinning. a. What is the angular acceleration a during this time period? b. What is the angular displacement 40 after those 10.0 seconds? The angular velocity a piece of tape at the end of a meter stick I'm waving around increases from 0.00%/s to 90.0°/s in 2.00 seconds. c. What is the angle through which the piece of tape rotates? d. What is the tape's angular acceleration?

College Physics
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ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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1. A bicycle tire is rotating counterclockwise at 3.141 rad/s. Over the course of 10.0 seconds,
the tire's rotation slows uniformly until it comes to a complete stop.
wo = 3.141 rad/s
Wo
Fig. 4- a bicycle wheel spinning.
a. What is the angular acceleration a during this time period?
b. What is the angular displacement 40 after those 10.0 seconds?
The angular velocity a piece of tape at the end of a meter stick I'm waving around
increases from 0.00°/s to 90.0%/s in 2.00 seconds.
c. What is the angle through which the piece of tape rotates?
d. What is the tape's angular acceleration?
Transcribed Image Text:1. A bicycle tire is rotating counterclockwise at 3.141 rad/s. Over the course of 10.0 seconds, the tire's rotation slows uniformly until it comes to a complete stop. wo = 3.141 rad/s Wo Fig. 4- a bicycle wheel spinning. a. What is the angular acceleration a during this time period? b. What is the angular displacement 40 after those 10.0 seconds? The angular velocity a piece of tape at the end of a meter stick I'm waving around increases from 0.00°/s to 90.0%/s in 2.00 seconds. c. What is the angle through which the piece of tape rotates? d. What is the tape's angular acceleration?
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