How much work is done in moving a charge of 500mc?
Answer. On equipotential surface there is no work done to move charge from place to another.
How much work is done in moving a charge between two points on an equipotential surface?
How much work is doen in moving a 500μC charge between two points on an equipotential surface ? Solution : Zero.
How much work is done on the charge?
No matter what path a charged object takes in the field, if the charge returns to its starting point, the net amount of work is zero.
Why no work is done in moving a test charge?
When a charge is moved from one point to another along some equipotential surface, it is true that the work done on the charge by the electric field is 0. If we move an object between two points where the potential is the same it means we have not done any net work related to the partical’s position in the field.
Why is there no work done in moving a charge from one point to another on equipotential surface?
Answer. Answer: An equipotential surface is one in which all the points are at the same electric potential. If a charge is to be moved between any two points (say from point A to point B) on an equipotential surface, according to the formula dW=q⋅dVdW=q⋅dV, the work done becomes zero.
Why does the work done in moving a charge on an equipotential surface is zero?
In moving a test charge along the surface from one point (call it point A) to another point (call it point B) on the surface, the work done is zero because the electric field is perpendicular to the path at all points along the path.
Can 2 equipotential surfaces intersect?
No, it is not possible for two equipotential surfaces to intersect. This is because if two equipotential surfaces intersect, then there will be two values of potential at the point of intersection, which is not possible.
Can equipotential surfaces touch or intersect?
None of the equipotential surfaces intersect.
Can electric field be tangential to equipotential surface?
No, it is not possible for an electric field to exist tangential to an equipotential surface.