Use Stokes' theorem to evaluate C z 2 e x 2 dx xy 2 dy tan 1 (y) dz where C is the circle x 2 y 2 9 by finding a surface S with C as its boundary and such that the orientation of C is away from the clockwise when viewed from above

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Question: Use Stokes' theorem to evaluate C z 2 e x^2 dx +xy 2 dy + tan 1 (y) dz where C is the circle x

Use Stokes' theorem to evaluate _Cz²e^{x^2}dx +xy²dy + tan¹(y) dz where C is the circle x²+ y²= 9 by finding a surface S with C as its boundary and such that the orientation of C is away from the clockwise when viewed from above.

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