A cube of side l is placed in a uniform field e, where e=ei. The net electric flux through the cube is
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As the cube is a closed surface and through a close surface net electric flux is 0. So in this case net flux will be 0
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Answer:
The net electric flux through a cube is Zero.
Explanation:
Net electric flux is given by the ratio of net charge enclosed to permittivity, according to Gauss law.
Φ = Q/ε0
In this case, the charge enclosed by the cube is zero.
Q = 0
Therefore, the net electric flux through the cube will be:
Φ = Q/ε0 = 0/ε0 = 0
Hence, Net flux is also equal to zero.
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