The parametric representation of the surface y2 - 4y + z2 = 0,0

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The parametric representation of the surface<br>y2 - 4y + z2 = 0,0 <x< 3<br>%3D<br>is<br>a) F(u, v) = (v, 2 + 2 cos u, 2 + 2 sin u), 0 < u < 2n,0 S vS 3.<br>b) (u, v) = (2 cos u ,2 sin u ,v), 0 S us 2n, 0 <vs 3.<br>c) 7(u, v) = (2 cos u, 2 + 2 sin u,v), 0 <us2n, 0 < v < 3.<br>d) F(u, v) = (v, 2 + 2 cos u , 2 sin u), 0<u< 2n,0 < v < 3.<br>e) f(u, v) = (v, 2 cos u , 2 sin u), 0 <us 2n, 0sv< 3.<br>%3D<br>%3D<br>%3D<br>%3D<br>%3D<br>

Extracted text: The parametric representation of the surface y2 - 4y + z2 = 0,0 <>< 3="" %3d="" is="" a)="" f(u,="" v)="(v," 2="" +="" 2="" cos="" u,="" 2="" +="" 2="" sin="" u),="" 0="">< u="">< 2n,0="" s="" vs="" 3.="" b)="" (u,="" v)="(2" cos="" u="" ,2="" sin="" u="" ,v),="" 0="" s="" us="" 2n,="" 0="">< v="">< 3. d) f(u, v) = (v, 2 + 2 cos u , 2 sin u), 0 3.="" d)="" f(u,="" v)="(v," 2="" +="" 2="" cos="" u="" ,="" 2="" sin="" u),="">

Jun 04, 2022

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The parametric representation of the surface y2 - 4y + z2 = 0,0

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