Two charges `+2muC and -2muC` are placed at points A and B, 5 cm apart. Depict an equipotential surface of the system.

Two charges + 2 muC and -2 muC are placed at points A and B, 6 cm apart (a) Idenrtify an equipotential surface of the system. (b) What is the direction of the electric field at every point on this surface ?

Two charges of value 2muC and -50muC are placed at in distance 80cm apart. Calculate the distance of the point from the smaller charge, where the intensity will be zero.

Two charges 10 muC and - 10 muC are placed at points A. and B separated by a distance of 10 cm. Find the electric. field at a point P on the perpendicular bisector of AB at. a distance of 12 cm from its middle point.

Two point charges of +10muC and +20muC are placed in free space 2 cm apart. Find the electric potential at the middle point of the line joining the two charges.

Two point charges 2 muC and -2 muC are placed at point A and B as shown in figure. Find out electric field intensity at points C and D. [All the distances are measured in meter].

Two charges + 10 muC and + 20 muC are placed at a. separation of 2 cm. Find the electric potential due to the. pair at the middle point of the line joining the two charges.

Two charges of values 2 muC and -50 muC are placed at a distance of 6 cm from each other. The distance of the point (in cm) from the bigger charge where the electric intensity will be zero is :

The sides of rectangle ABCD are 15 cm and 5 cm, as shown in figure. Point cahrges of -5muC and +2muC are placed at the vertices B and D respectively. Calculate electric potential at the vertices A and C. Also calculate the work done in carrying a charge of 3muC from A to C.