13+ verify that stokes' theorem is true for the vector field

S is the cone z2 -x2 y0. So f is the vector field negative two y z I plus yj plus three XK and S is.


Solved Point Verify That Stokes Theorem Is True For The Vector Field F Tyzi Yj 4xk And The Surface S The Part Of The Paraboloid 2 5 X That

On surface the vector field is F negative.

. Were given a vector field f into surface s nor asked to verify the Stokes. Verify that Stokes Theorem is true for the given vector field F and surface S. Were given a vector field on this surface and were asked to verify Stokes his theory.

F x y z 2 y z y 3 x z 5 x 2 y 2 z 1 I first tried without Stokes Theorem to get. Stokes theorem states that for a oriented smooth surface Σ bounded simple closed curve C with positive orientation that Σ F d Σ C F d r for a vector field F where F denotes the curl of F. Verify that the Stokes theorem is true for the vector field F xyz -2yz i y j 3x k S is the part of the paraboloid z 2 - x 2 - y 2 that lies above the plane z 1 oriented upward.

And its true for the specter field. F x y zy xj - 2k S is the cone z 2 x2 y 0 z 4 oriented downward Previous question Next question Get more help from Chegg Solve it with our calculus problem solver and calculator. Given a vector field F and the surface s and rascal verify that Stokes theorem is true for this vector field and surface.

13-15 Verify that Stokes Theorem is true for the given vector field F and surface S 13. Expert Answer 100 1 rating Transcribed image text. F x y z--v.

Field the surface so f is the vector field. X j-2 k. Y I plus XJ minus two K On the.

Verify that Stokes Theorem is true for the given vector field F and surface S. Find step-by-step solutions and your answer to the following textbook question. 13-15 Verify that Stokes Theorem is true for the given vector field F and surface S.

Now the surface in question is the positive hemisphere of the unit sphere that is centered at the origin. His theory is true for this vector.


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