Show that the work done in an electric field is independent of path
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Work done in an electric field by transporting an object having an electric charge q coulombs from a point having a potential V1 volts to a point having potential V2 is given by
W = q (V2 - V1)
The work done is also defined as the force * displacement.
So no matter whichever path S is taken from point P1 to point P2, the integral will have only one value.
W = q (V2 - V1)
The work done is also defined as the force * displacement.
So no matter whichever path S is taken from point P1 to point P2, the integral will have only one value.
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