- 16 Let C Be The Intersection Curve Between The Plane X 2z 1 And The Hyperboloid 9 X 1 2 Y 2 2 27z2 1 Draw A Sketch 1 (108.83 KiB) Viewed 24 times
16. Let C be the intersection curve between the plane x−2z=1 and the hyperboloid 9(x−1)2+(y−2)2−27z2=1. (Draw a sketch!)
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16. Let C be the intersection curve between the plane x−2z=1 and the hyperboloid 9(x−1)2+(y−2)2−27z2=1. (Draw a sketch!)
16. Let C be the intersection curve between the plane x−2z=1 and the hyperboloid 9(x−1)2+(y−2)2−27z2=1. (Draw a sketch!) Find an appropriate parametrization of C so that its projection on the xy plane is traversed counterclockwise with increasing parameter. Then compute the integral ∫C(2−y)dx+(x+z−1)dy+(2−y)dz.
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