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A bicycle wheel has radius R. Let P be a point on the spoke of a wheel at a distance d from the center of the wheel. The wheel begins to roll to the right along the the x-axis. The curve traced out by P is given by the following parametric equations: ´z(8) = 200 – 14 sin(8) | y(8) = 20 – 14 cos(0) %3D What must we have for R and d? R = d =

A bicycle wheel has radius R. Let P be a point on the spoke of a wheel at a distance d from the center of the wheel. The wheel begins to roll to the right along the the x-axis. The curve traced out by P is given by the following parametric equations: ´z(8) = 200 – 14 sin(8) | y(8) = 20 – 14 cos(0) %3D What must we have for R and d? R = d =

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.4: Plane Curves And Parametric Equations
Problem 53E
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A bicycle wheel has radius R. Let P be a point on the spoke of a wheel at a distance d from the center of the wheel. The wheel begins to roll to the right along the the x-axis. The curve traced out by P is given by the following parametric equations: Sz(0) = 200 – 14 sin(0) | (0) = 20 – 14 cos(0) What must we have for R and d? R = = P
Transcribed Image Text:A bicycle wheel has radius R. Let P be a point on the spoke of a wheel at a distance d from the center of the wheel. The wheel begins to roll to the right along the the x-axis. The curve traced out by P is given by the following parametric equations: Sz(0) = 200 – 14 sin(0) | (0) = 20 – 14 cos(0) What must we have for R and d? R = = P
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