What is the Angular Speed of a Car Wheel?

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Homework Help Overview

The discussion revolves around calculating the angular speed of a car wheel based on its rotation through a specified angle over time. The subject area pertains to angular motion in physics.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to understand the relationship between angular acceleration and angular speed, questioning whether to convert degrees to radians. Some participants suggest using a basic formula for angular speed, while others clarify the distinction between angular speed and linear speed.

Discussion Status

Participants are engaging with the problem, offering guidance on relevant equations and clarifying concepts. There is a productive exchange of ideas, although no consensus has been reached on the approach to take.

Contextual Notes

The original poster expresses uncertainty about the initial steps and the conversion of units, indicating potential gaps in understanding the problem setup.

chowyo123
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A car wheel turns through 277 degrees in 10.7 s. Calculate the angular speed of the wheel.

Well, i know the Angular Accelereartion is equal to the change in angular velocity divided by the time required to make that change.

So should i first convert 277 degrees to radians?.. which is 277/180pie. I guess I'm not even sure where to begin right now.
 
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you're forgetting a simple equation:

[tex]\omega = \Theta / t[/tex]
 
Yes,as andrewchang said. All you are finding is a speed, which is equivalent to s = d / t (speed equals distance divided by time). In your case, however, you are using degrees.

Hope this helped.
 
wow, thanks. That should help me greatly.
 

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