(5) Compute the vector Surfuce of the integral vector freld È(X,y)= A_f = AF= A (X.y.Z A where A is over the Sur face of a Constarit, a Sphere of radius R Centered at the ovigin. should only depen d...


(5) Compute the vector Surfuce of the<br>integral<br>vector freld È(X,y)= A_f = AF= A (X.y.Z<br>A <x,y,z><br>where A is<br>over the Sur face of<br>a Constarit,<br>a Sphere of radius R Centered at the ovigin.<br>should only depen d on A,<br>The answer<br>Notice that the above Computation is a demonstration<br>of Gauss' Law of Electrodyynamics when A= %4rqs<br>or Gauss' Law of Gwavitation<br>Point<br>when A=-Gm, for<br>Sources Contered at the origin.<br>

Extracted text: (5) Compute the vector Surfuce of the integral vector freld È(X,y)= A_f = AF= A (X.y.Z A where A is over the Sur face of a Constarit, a Sphere of radius R Centered at the ovigin. should only depen d on A, The answer Notice that the above Computation is a demonstration of Gauss' Law of Electrodyynamics when A= %4rqs or Gauss' Law of Gwavitation Point when A=-Gm, for Sources Contered at the origin.

Jun 05, 2022
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