kuahji
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In general I just wanted to see if I was setting this problem up correctly.
We have a cube centered around the origin and a point charge at the origin. The task is to find the flux & confirm Gauss' Law. We are however to complete the integral ourselves. So imagining the top of the cube
q/(4*Pi*[itex]\epsilon)[/itex][itex]\int[/itex][itex]\int[/itex]z/(x^2+y^2+z^2)^(3/2)dxdy
Would this be the correct setup or am I mucking something up?
We have a cube centered around the origin and a point charge at the origin. The task is to find the flux & confirm Gauss' Law. We are however to complete the integral ourselves. So imagining the top of the cube
q/(4*Pi*[itex]\epsilon)[/itex][itex]\int[/itex][itex]\int[/itex]z/(x^2+y^2+z^2)^(3/2)dxdy
Would this be the correct setup or am I mucking something up?