Flux through an elemental area ds of the Gauss's surface is given by E AY 0 ds r X

Flux through an elemental area ds of the Gauss's surface is given by E AY e ds r X

Flux through an elemental area ds of the Gauss's surface is given by AY E ds r

The total electric flux phi through the entire area of a closed surface is given by

Electric flux phi through an element area triangleS when area is placed in region of uniform field E is

A circular coil, carrying a constant current i s kept in the x - y plane. The magnetic flux through the entire x - y plane exluding the area of the circular coil is given by phi and the magetic flux through the area of the circular coil area is given by phi_(0) , then

The total electric flux through any closed surface from gauss law is given by ?

The electric field in a region is given by vec (E ) = (E_(0))/(a) x hat(i) . Find the electric flux passing through a cubical volume bounded by the surfaces x = 0 , x = a , y = 0 , y = a , z = 0 and z = a .

Which of the following statement is correct ? If E = 0 , at all points of a closed surface. a. the electirc flux through the surface is zero. b. the total charge enclosed by the surface is zero.

Mathematically, the electric flux (phi) through small area ds placed in electric field E is given by

The law goverening electrostatics is coulomb's law.In priciple coulomb's law can be used to compute electric field due to any charge configuation .In pracitce however it is a formidable task to compute electric field due to uniform charge distributions .For such cases Gauss proposed a theorem which states that ointbar(E).bar(ds)=(q)/(epsilon_(0)) where ds is an element of area directed across the outward normal for the surface at every point .The integral is called electric flux.Any convenient surface that we choose to evalute the surface integral is called the Gaussian surface. Consider a uniform electric field E=3xx10^(3)hat(i)NC^(-1) what is the flux thorugh a square of side 10 cm whose plane is parallel to the y-z plane?