If net flux through a Gaussian surface is zero, then find whether the following statement is correct or not.
The net charge inside the surface is zero.

True

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False

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Solution

The correct option is A True
Flux through gaussian surface= $\frac{q_{i n}}{E_{0}}$
where, $q_{i n}$ is charge inclosed in the closed surface.
So, net zero flux represents there is no net charge inside a gaussian surface may be there are equal no of positive and negative charges resulting zero net charge.

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Similar questions

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If the net outward flux through the surface of the box were zero,
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If net flux through a Gaussian surface is zero, then find whether the following statement is correct or not.The net charge inside the surface is zero.

The correct option is A TrueFlux through gaussian surface=qinE0where, qin is charge inclosed in the closed surface.So, net zero flux represents there is no net charge inside a gaussian surface may be there are equal no of positive and negative charges resulting zero net charge.

If net flux through a Gaussian surface is zero, then find whether the following statement is correct or not.
The net charge inside the surface is zero.