The parametric representation of the surface y2 - 4y + z2 = 0,0 < x < 3 is a) 7(u, v) = (v, 2 + 2 cos u, 2 + 2 sin u), 0 < u< 2n,0 < v < 3. b) 7(u, v) = (2 cos u, 2 sin u , v), 0

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The parametric representation of the surface
y? - 4y + z2 = 0,0 < x < 3
is
a) 7(u, v) = (v, 2 + 2 cos u , 2 + 2 sin u), 0 < u< 2n, 0 < v < 3.
b) 7(u, v) = (2 cos u , 2 sin u , v), 0 <us 2n, 0 <v< 3.
c) F(u, v) = (2 cos u , 2 + 2 sin u, v), 0 S ug 2n,0 < v < 3.
d) F(u, v) = (v, 2 + 2 cos u , 2 sin u), 0 < u S 2n, 0 < v < 3.
e) 7(u, v) = (v, 2 cos u , 2 sin u), 0 Sus 2n, 0<v < 3.
%3D
%3D
please
Transcribed Image Text:The parametric representation of the surface y? - 4y + z2 = 0,0 < x < 3 is a) 7(u, v) = (v, 2 + 2 cos u , 2 + 2 sin u), 0 < u< 2n, 0 < v < 3. b) 7(u, v) = (2 cos u , 2 sin u , v), 0 <us 2n, 0 <v< 3. c) F(u, v) = (2 cos u , 2 + 2 sin u, v), 0 S ug 2n,0 < v < 3. d) F(u, v) = (v, 2 + 2 cos u , 2 sin u), 0 < u S 2n, 0 < v < 3. e) 7(u, v) = (v, 2 cos u , 2 sin u), 0 Sus 2n, 0<v < 3. %3D %3D please
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