B Consider the integral I = (A1(x1, x2)dx1 + A2(x1, x2)dx2). Use Stokes theorem familiar from...

 

Transcribed Image Text:

B Consider the integral I = (A1(x1, x2)dx1 + A2(x1, x2)dx2). Use Stokes theorem familiar from vector analysis to show that the integral is independent of the path taken between A and B if the Euler condition A2/Ox = A/x2 is fulfilled. B Consider the integral I = (A1(x1, x2)dx1 + A2(x1, x2)dx2). Use Stokes theorem familiar from vector analysis to show that the integral is independent of the path taken between A and B if the Euler condition A2/Ox = A/x2 is fulfilled.