B9 Q. If u = u(0, ), v = v(0, o) transforms the first fundamental formof a surface (S) I (du, dv) = ud?u + ud'v into I(d0, dø) = d0+ (0 + )? d?¢,where u, v,0,o>0,then the Jacobian of the transformation equals21.J =2.J =3.J =4.J =5. None of these.Option 1Option 2Option 3Option 4Option 5

Given: u=uθ,ϕv=vθ,ϕ To find: Jacobian of the transformation equals.

Q. If u = u(0, ), v = v(0, ) transforms the first fundamental form of a surface (S) I(du, dv) = ud u+ ud?v into I(d0, dø) = d'0+(0 + ) d?¢, where u, v,0,ø > 0,then the Jacobian of the transformation equals 0+中 1.J = 9+の 2.J = 3.J = 0+の 4.J = 0+の 5. None of these. Option 1 Option 2 Option 3 Option 4 Option 5

Q. If u = u(0, ), v = v(0, ) transforms the first fundamental form of a surface (S) I(du, dv) = ud u+ ud?v into I(d0, dø) = d'0+(0 + ) d?¢, where u, v,0,ø > 0,then the Jacobian of the transformation equals 0+中 1.J = 9+の 2.J = 3.J = 0+の 4.J = 0+の 5. None of these. Option 1 Option 2 Option 3 Option 4 Option 5

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter11: Topics From Analytic Geometry

Section: Chapter Questions

Problem 18T

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