The electric flux for Gaussian surface `A` that enclose the charge particles in free space is (given `q_(1)= -14nC,q_(2)= 78.85nC,q_(3)= -56nC)`

The electric flux Gaussian for surface A that enclose the charged particles in free space is (given q_1 =- 14 nC , q_2 = 78.85 nc ,q_3 =- 56 n C

The electric flux through a Gaussian surface that encloses three charges given by q_(1) = -14nC, q_(2) = 78.85 nC, q_(3)= -56nC

The electric flux through a Gaussian surface that enclose three charges given by q_(1)=-14nC.q_(2)=78.85nC,q_(3)=-56nC

Electric flux through a closed surface in free space enclosing a charge q is

The electric flux through a chlosed surface area S enclosing charge Q is phi . If the surface area is doubled, then the flux is

In the given figure, there are four point charges placed at the vertices of a square of side, a=1.4 m . If q_(1)=+18 nC,q_(2)=-24 nC,q_(3)+35nC and q_(4)=+16 nC m then find the electric at the centre P of the square Assume the potential to be zero at infinity.

In the given figure, there are four point charges placed at the vertices of a square of side, a=1.4 m . If q_(1)=+18 nC,q_(2)=-24 nC,q_(3)+35nC and q_(4)=+16 nC m then find the electric at the centre P of the square Assume the potential to be zero at infinity.