If a point charge `+q` is taken first from A to C, and then from C to B a of a circle drawn with another point charge `+q` at the center, Fig, then along which path, more work will be done ?

If a point charge +q is taken first from A to C, and then from C to B of a circle drawn with another point charge +q at the center (Fig) then along which path more work will be done ?

If a point charge +q is taken first from A to C and then from C to B of a circle drawn with another point charge +q as centre as shown in the figure, then along which path more than will be done.

What whould be the work done, if a point charge .+q. is taken from a point A to a point B on the circumference of a circle drawn with another point charge +q at the centre?

What would be the work done if a point charge + q is taken from a point A to the point on the circumference of a circle with another point charge +q at the centre?

A circle of radius 'r' is drawn with charge '+q' at the centre. A charge q_0 is brought from the point B to C. Then work done is:

If a point charge is taken throgh some distance in a circle around a charge q, what will be the the work done?

A point charge -q is carried from a point A to anther point B on the axis of a charged ring of radius r carrying a charge +q. If the point A is at a distance 4/3 r from the centre of the ring and the point B is 3/4 r from the centre but on the opposite side, what is the net work that need to be done for this

A circle is drawn with centre as charge +q. a. What is the work done in moving a charge +q from B to C along the circumference of the circle? If the charge +q is first taken from B to A and then from A to C, on which path work done will be more?

a. A circle is drawn with center as a charge +q. What is the work done in moving a charge +q from B to C along the circumferebce of the circle ? B In the above question, if the charge +q is first taken from B to A and then from A to C, on which path is the magnitude of work greater?