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The electric flux through two adjacent spherical surfaces separated by a small distance is known to be the same. Mark all that may be correct.


-there is no electric field present in this region of space.

-there is a constant E field present in this region of space.

-the electric flux through the surface of each sphere has a constant value of zero.

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Answer:

All the three options will be the correct.

Explanation:

Two adjacent circular surfaces that are the similar are given.  

From the rules of Gauss,  

Electrical flux through a closed path would be measured by the formula of charge per Eo, — in other words,  

⇒  [tex]\phi = \frac{Q}{Eo} = \int Eds[/tex]

∵ Q = 0

⇒  [tex]Q=0=\int Eds[/tex]

E may be constant as well as zero, but there would be zero electrical flux.

All the three options could be correct.

information regarding electric field:

  • there might be no flux at all or there is no electric field in the space around.
  • Or there could be a same electric field in the space so that both sphere have equivalent flux.
  • So, based on this, all options are correct.

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