Electrostatic and Capacitance
"The total electric flux through any closed surface surrounding charges is equal to the amount oflcharge enclosed".The above statement is associated with

Maxwell’s first law
Coulomb’s square law
Gauss’s law
Maxwell’s second law

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Electrostatic and Capacitance
An uncharged conductor is placed near a charged conductor, then

it remains as such
the uncharged conductor is attracted first and then charged by induction
the uncharged conductor gets charged by conduction
the uncharged conductor gets charged by induction and then attracted towards the charging body

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