Combine Equations: Radius, Circumference, Velocity, Time

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The discussion centers on combining the equations related to the circumference of a circle, its radius, and the distance traveled over time at a constant velocity. Participants clarify that the relationship can be expressed as v*t = 2πr, where v is velocity, t is time, and r is the radius. There is some confusion regarding the term "combine," but the key equation effectively links these concepts. The focus remains on understanding how these mathematical relationships apply, particularly in contexts like cycling. Overall, the equation provides a clear connection between distance, circumference, and time.
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Is there a way to Combine the equation of the circumference of a circle to its radius and the distance traveled over a given time interval at a fixed velocity.
 
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Do not understand what you mean by Combine the equations
 
tommyboo said:
Is there a way to Combine the equation of the circumference of a circle to its radius and the distance traveled over a given time interval at a fixed velocity.
As for a bicycle?
 
Are you talking about distance around the circumference?
 
Would it not just be:

v*t = 2∏r?
 
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