The magnitude of the electric field intensities at P1 and P2 can be found using the concept of superposition. The formula for the total electric field at each point is the vector sum of the fields created by each charge element.
To find the magnitude of the electric field intensities at P1 and P2, we can use the concept of superposition. The total electric field E(P) at each point is the vector sum of the fields created by each charge element at that point. In this case, the charges are on infinite rods, and the magnitudes of the electric field intensities at P1 and P2 can be determined using the formula:
E(P) = Ē₁ + E₂
where Ē₁ represents the magnitude of the electric field due to one of the rods and E₂ represents the magnitude of the electric field due to the other rod.
K | Q | r 2 = E = F q test. K | Q | r 2 = E = F q test. The magnitude of the electric field produced by a point charge Q is given by this equation. The distance from the point charge, Q, or the centre of a spherical charge, to the point of interest is represented by the distance r in the denominator.