The volume charge density as a function of distance X from one face inside a unit cube is varying as shown in the figure. Then the total flux (in S.I. units) through the cube if `(rho_(0)=8.85xx10^(-12)C//m^(3))` is :

The volume charge density as a function of distance X from one face inside a unit cube is varying as shown in the figure. Find the total flux (in S.I. units) through the cube ("If "rho_(0)=8.85xx10^(-12) C//m^(3)) .

The volume charge density as a function of distance X from one face inside a unit cube is varying as shown in the figure. Find the total flux (in S.I. units) through the cube ("If "rho_(0)=8.85xx10^(-12) C//m^(3)) .

Two infinite line charges, each having a uniform density lambda . Pass through the midpoints of two pairs of opposite faces of a cube of edge L as shown in figure. The modulus of the total electric flux due to both the line charges through the face is ABCD is lambda L//(k epsilon_(0)) find the value of k ?

Two infinite line charges, each having a uniform density lambda . Pass through the midpoints of two pairs of opposite faces of a cube of edge L as shown in figure. The modulus of the total electric flux due to both the line charges through the face is ABCD is lambda L//(k epsilon_(0)) find the value of k ?

Two infinite line charges each having uniform charges density lamdba .pass through the mid points of two pairs of opposite faces of a cube of edge L as shown in figure .The modulue of the total electric flux due to the both the line charges through the face

A point charge of +12 muC is at a distance 6 cm vertically above the centre of a square of side 12 cm as shown in figure. The magnitude of the electric flux through the square will be _______ xx10^3Nm^(2)//C .

The surface density of charge on the surface of a charged conductor in the air is 26.5 muCm^(-2) . The the outward force per unit area of the charged conductor is (epsilon_0=8.85xx10^-12C^2N^-1m^-2)

The surface density of charge on the surface of a charged conductor in the air is 26.5 muCm^(-2) . The the outward force per unit area of the charged conductor is (epsilon_0=8.85xx10^-12C^2N^-1m^-2)

A positive charge Q is situated at the centre of cube. The electric flux through any face of the cube is (in SI units)