Two mutually perpendicular infinite wires along x-axis and y-axis carry charge densities `lambda_1 and lambda_2`. The electric line of force at P is along the line `y = x//(sqrt3)`, where P is also a point lying on the same line. Find `lambda_2//lambda_1`.

Two mutually perpendicular infinite wires along x-axis and y-axis carry charge densities lambda_(1) and lambda_(2) (see figure). The 1 electric line of force at P is along the line y=(1)/(sqrt(3))x , where P is also a point lying on the same line, then find lambda_(1)//lambda_(2)

Two mutually perpendicular wire carry charge densities lambda_1 and lambda_2 . The electric lines of force makes angle alpha with second wire, then lambda_1//lambda_2 is

A wire AMB is placed along y-axis having linear charge density lambda C/m. The electric field intensity at point P is ( PM=0.1 m)

For an infinite line of charge having linear charge density lambda lying along x-axis the work done in moving a charge q form C to A along CA is

For an infinite line of charge having linear charge density lambda lying along x-axis the work done in moving a charge q form C to A along CA is

For an infinite line of charge having linear charge density lambda lying along x-axis the work done in moving a charge q form C to A along CA is

Let there be two lines 2x+3y+lambda=0 and lambda x-3y-1=0. If the origin lies in the obtuse angle then

Two uniformly long charged wires with linear densities lambda and 3lambda are placed along X and Y axis respectively. Determined the slope of electric field at any point on the l ine y=sqrt3x