give reason: if net flux associated with the closed surface is zero, then net charge enclosed by that surface is zero.
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Answer:
In a closed surface, if the net electric flux is zero, then the net electric charge will be also zero. Since electric flux is defined as the rate of flow of electric field in a closed area and if the electric flux is zero, the overall electric charge within the closed boundary will be also zero
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Explanation:
By gauss law we know that electric flux is numerically equal to the the value of charge enclosed by a closed surface divided by permittivity of free space.
So if flux is zero it means charge enclosed is zero.
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