Full solution: True or False In Exercises 95100, determine whether the statement is true
Chapter 10, Problem 99(choose chapter or problem)
Involute of a Circle The involute of a circle is described by the endpoint P of a string that is held taut as it is unwound from a spool that does not turn (see figure). Show that a parametric representation of the involute is
\(x=r(\cos \theta+\theta \sin \theta)\ \text{and}\ y=r(\sin \theta-\theta \cos \theta)\).
Text Transcription:
x=r(cos theta + theta sin theta) and y=r(sin theta - theta cos theta)
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