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charged particle is held at the midpoint between two charged sheets of equal and opposite charge. The charge is then allowed
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Answer #1

Statement-I is wrong as electric field between charged plates is constant at any position because they are equal and oppositely charged so,

Electric field at any point in between plates is,

E=\frac{\sigma}{\epsilon_0}

Where sigma is charge density on plates.

Now let initially charged particle was at distance d from both plates so Potential Energy

U = qEd

And when it travels half distance freely then potential energy becomes

Uf= qE (d/2)

So change in potential energy is

∆U = qE(d/2) =Ui/2

So, potential energy now reduced to half

So statement-II is true.

Statement-III is completely nonsense as Positively charge cannot attaract toward positive plate so

Option C) is correct choice.

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