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Electrostatic and Capacitance

Electrostatic and Capacitance
The lines of force due to charged particles are

always straight
always curved
None of these
sometimes curved

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Electrostatic and Capacitance
This mention statement is associated with "The surface integral of the normal component of the electric displacement D over any closed surface equals the charge enclosed by the surface".

Gauss's law
Faraday's law
Lenz's law
Kirchhoff's law

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Electrostatic and Capacitance
A capacitor of 2,000 pF is greater than

0.0002 µF
0.02 µF
0.002 µF
0.0000002 F

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Electrostatic and Capacitance
Electric intensity at any point in an electric field is equal to the at that point.

potential gradient
electric flux
None of these
magnetic flux density

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Electrostatic and Capacitance
The presence of an uncharged conductor near a charged one increases the

Capacity of the charged conductor
All of the listed here
Potential of the charged conductor
Charge of the charged conductor

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Electrostatic and Capacitance
at a point may be defined as equal to the lines of force passing normally through a unit cross section at that point.

Magnetic flux density
Electric intensity
None of these
Electric flux

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