Find out electric field intensity at point A (0, 1m, 2m) due to a point charge `-20 muC` situated at point `B (sqrt(2)m, 0, 1m)`.

Find out electridc filed intensity at point A(1,0,2) due to a point charge -20muC situated at pont B(0,sqrt(2),1) :

calculate the electric field at point (5 m, 0) due to a point charge of 1 x 10(-6) C placed at (0,5m).

(a) A point charge Q = 100 mu C is placed at origin. Find electric field vector at point ( 6 m , 8 m) . (b) A point charge Q = 169 mu C is placed at (1 m , 2m , 3m) . Find the electric field vector at the point (4m , 6m , 15m) .

The magnitude of electric field intensity at point (2,0,0) due to a dipole of dipole moment, vec P=hat i+sqrt(3)hat j kept at origin is where k=1/4 pi varepsilon_(0) is , (sqrt(m)k)/(n) then n-m is-

The electric field at point (30, 30, 0) due to a charge 0.008muC at origin will be (coordinates are in cm)

The magnitude of electric field intensity due to a point charge is 10 N/C at a distance 1 m from it. Calculate the magnitude of charge.

Electric field at origin due to a point charge 1 nC placed at (1 ,1) m in x-y plane is

A point charge of 100mu C is placed at 3 hat j+4 hat j m . Find the electric field intensity due to this chargaes at a point located at 9 hat j+12 hat j m .

Find the electric field strength due to 5 mu C of charge at point 30 m away from it in air.

The magnitude of electric field intensity at a point on the axis of short dipole is 30V/m. The distance of the point from the centre of the dipole is 2m. Then potential at that point is