1 6 marks verify stokes theorem ie show that the line integral of f over curve c double integral

Question

Madhur L · Answer

Hi, in this problem we are given F equal to minus 2y, 2x, 0 and also given that C is the boundar

Adi S · Answer

In this question we have been given with z is equal to square root of 16 minus x square minus y

Shu Naito · Answer

Okay, so the force or f is given by 2y, 0, and x. So first you need to calculate the color of F.

Vikash Ranjan · Answer

In the problem we have been given, Fartee equals 2 cost t, 2 sine t, and 3 minus 2 qt. Therefore

Chris Trentman · Answer

We&#x27;re given a vector field F and a surface S, and we are asked, an oriented surface, I should sa

1. 6 marks Verify Stokes' theorem (i.e. show that the line integral of F over curve $C = $ Double integral of curl F.$\hat{n}$ over the surface) if $F = < y, z, x >$ and S is the portion of the plane $x + y + z = 0$ cut out by the cylinder $x^2 + y^2 = 1$, and C is its boundary (an ellipse).