The correct Schrodingers's wave equation for an electron with e as tatal energy and V as potential energy is :

Options

A. `(del^(2)Psi)/(delx^(2))+(del^(2)Psi)/(dely^(2))+(del^(2)Psi)/(delz^(2))+(8pi^(2))/(mh^(2))(E-V)Psi=0`
B. `(del^(2)Psi)/(delx^(2))+(del^(2)Psi)/(dely^(2))+(del^(2)Psi)/(delz^(2))+(8pim)/(h^(2))(E-V)Psi=0`
C. `(del^(2)Psi)/(delx^(2))+(del^(2)Psi)/(dely^(2))+(del^(2)Psi)/(delz^(2))+(8pi^(2)m)/(h^(2))(E-V)=Psi=0`
D. `(del^(2)Psi)/(delx^(2))+(del^(2)Psi)/(dely^(2))+(del^(2)Psi)/(dz^(2))+(8pim^(2))/(h)(E-V)Psi=0`

Answer

C

Explanation

It is the famous Schrodinger wave equation.