Prove that the work done in moving a unit charge along a closed path in an electric field is zero?

Show that the work done in moving a unit charge along a closed path is zero.

Work done to move a charge along a closed path inside an electric field is always zero. Use this fact to prove that it is impossible to produce an electric field in which all the lines of force would be parallel straight lines and the density of their distribution would constantly increase in a direction perpendicular to the lines of force as shown in Figure.​

Show that the work done in displacing an electric charge in an electric field is given by the product of magnitude of the charge and the line integral of electric field. W = q_0oversetB undersetA int vecE.vecdl

The work done in moving a positive charge on an equipotential surface is:

Inside a charged spherical shell, the electric field is zero.

A uniform field E exists between two charged plates as shown in the figure. What would be the work done in moving a charge q along the closed rectagnualr path ABCDA?

A uniform electric field exists between two charged plates shown in the figure VSAQ 40. what should be the work done in moving a charge q along the closed recatangular path ABCDA?

The work done to move a charge along an equipotential from A to B