![]() Solution: If we want to use Gauss's law to find the flux for such a configuration, then we should construct a closed surface around the given charge. Find the magnitude of the electric flux that passes through the square. Problem (medium): An electron is placed at a distance of $\ell/2$ just above the center of a square of edge $\ell$. In simple words, Gauss's law states that the net number of electric field lines leaving out of any closed surface is proportional to the net electric charge $q_\]
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