A charge Q is kept at the corner of a
cube. Electric flux passing through one
of those faces not touching that charge
is?
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Charge q is placed at the corner of a cube. What is the flux through one face of a cube?
q/(24*epsilon)
Imagine there were 8 cubes and the charge was placed at the common corner.
By Gauss’ law flux would be q/epsilon
Since all 8 cubes are identical flux through each cube is q/(8*epsilon)
Now in the cube the 3 faces which share the corner at which cube is kept would have no flux through it (Field and area would be perpendicular so dot product is zero). In the remaining 3 faces, the flux is distributed evenly hence total flux = q/(24*epsilon)
Explanation:
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