Mbius Strip The surface shown in the figure is called aMbius strip and can be
Chapter 15, Problem 60(choose chapter or problem)
Möbius Strip The surface shown in the figure is called a Möbius strip and can be represented by the parametric equations
\(x=\left(a+u \cos \frac{v}{2}\right) \cos v, y=\left(a+u \cos \frac{v}{2}\right) \sin v, z=u \sin \frac{v}{2}\)
where \(-1 \leq u \leq 1,0 \leq v \leq 2 \pi\), and a = 3. Try to graph other Möbius strips for different values of a using a computer algebra system.
Text Transcription:
x=(a+u cos v/2)cos v,y=(a+u cos v/2)sin v,z=u sin v/2
-1<=u<=1,0<=v<=2 pi
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