A segment of a charged wire of length l, charge density `lambda_(2)` and an infinitely long chaged wire. Charge density `lambda_(1)`. Lie in a plate at right angles to each other. The sepatation between the wires is `r_(0)`. Determine the force of interction between the wires.

A segment of a charged wire of length l, charge density lambda_(2) and an infinitely long charged wire. Charge density lambda_(1) . Lie in a plate at right angles to each other. The separation between the wires is r_(0) . Determine the force of interction between the wires.

An infinitely long string uniformly charged with a linear charge density lambda_(1) and a segment of length l uniformly charge with linear charge density lambda_(2) lie in a plane at right angles to each other and separated by a distance r_(0) as shown in figure. The force with which these two interact is (lambda_(1) lambda_(2))/(4 pi epsi_(0)) ln (x) . If l=r_(0) , then find the value of x.

An infinitely long string uniformly charged with a linear charge density lambda_(1) and a segment of length l uniformly charge with linear charge density lambda_(2) lie in a plane at right angles to each other and separated by a distance r_(0) as shown in figure. The force with which these two interact is (lambda_(1) lambda_(2))/(4 pi epsi_(0)) ln (x) . If l=r_(0) , then find the value of x.

The electric field intensity due to a thin infinity long straight wire of uniform linear charge density lambda at O is-

Find ratio of electric at point A and B. Infinitely long uniformly charged wire with linear charge density lamda is kept along z-axis:

Consider an infinitely long straight uniformly charged wire with linear charge density lambda What is the net charge enclosed by the Gaussian surface ?

Obtain the expression of electric field by a straight wire of infinite length and with linear charge density lambda .