Consider an infinitely long straight uniformly charged wire with linear charge density ? Br Apply Gauss.s theorem to find the electric field at P for the above mentioned charged wire. Write the direction of the field.

Consider an infinitely long straight uniformly charged wire with linear charge density lambda . Find the total electric flux through the Gaussian surface for the above mentioned charged wire .

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

Consider an infinitely long straight uniformly charged wire with linear charge density lambda To find the electric field at P (located at a distance r from the line of charge), describe an appropriate Gaussian surface.

Apply Gauss's law to find the electric field due to an infinitely long plane sheet of charge.

A spherical shell of radius R is uniformly charged to a surface charge density sigma . Br State the theorem which can be used to find the electric field outside the shell.

One can determine the direction of electric field around a stationary charge with the help of electric field lines. Br Consider a spherical shell of radius .R. is uni formly charged with charge .+q.. By using Gauss.s theorem, find the electric field intensity at a point .p.. br i) Outside the spherical shell. br ii) Inside this spherical shell

Three infinitely long charge thin sheets are placed as shown. The electric field at point P is,

Figure represent an infinite sheet of charge of surface charge density sigma . You have to find electric field Intensity at P due to this infinite charge. br Find electric field intensity at P due to this sheet