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

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Electrostatic and Capacitance
In a capacitive circuit

None of the listed here
Decrease in applied voltage makes a capacitor charge
A steady value of applied voltage causes discharge
An increase in applied voltage makes a capacitor charge

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Electrostatic and Capacitance
For a good 0.05 uF capacitor ohmmeter reading should

show low resistance momentarily and back off to a very high resistance
show high resistance momentarily and then a very low resistance
go quickly to 50 ohm approximately and remain there
not move at all

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