If the electric flux leaving out the closed surface is zero, then what could be said about the surface?
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electric flux leaving out that closed surface is zero then it is said that service is not a Gaussian surface or electric field is parallel to Gaussian surface.
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This leads us to the Gauss's Law, which says that the electric flux going through a closed surface, is the sum of all charges Q inside that closed surface, divided by permittivity of free space E0. If that flux is zero, that means there is no net charge inside the shape.
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