The potential in the electric field varies as `V = -a x^2 + b` with respect to x - coordinate, where a and b are constants. Find the charge density `rho (x)` in a space.

The field potentail in a certain region of space depends only on the x coordinate as varphi = -ax^(2) + b , where a and b are constants. Find the distribution of the space charge rho (x) .

The field potentail in a certain region of space depends only on the x coordinate as varphi = -ax^(3) + b , where a and b are constants. Find the distribution of the space charge rho (x) .

What is potential gradient? The electric potential is found to depend on X only and is given by V(x) = ax - bx^2 , where a and b are constants. Find the positions on the X - axis where electric field intensity is zero.

The electric potential V(x) in an electric field depends only on x and V(x) = ax - bx^(3) where a and b are constants. Where on the x-axis will electric field intensity be zero?

Find the potential phi of an electric field given by vecE=a(y hati+x hatj) where a is a constant .

The potential energy U of a particle varies with its distance x from a predefined origin as U = (Asqrt(x))/(x+B) , where A and B are constants . Find out the dimension of the quantity AB.

The potential energy of a particle varies with distance x from a fixed origin as V= (Asqrt(X))/(X + B) where A and B are constants . The dimension of AB are

The potential energy of a particle varies with distance x from a fixed origin as V = (Asqrt(x))/(x+B) where A and B are constants. The dinmensions of AB are