Atomic Orbital wave function

For s-orbitals, since ( Psi orbitals wave function) is independent of angles, the probability density (Psi^2) is

The radial probability distribution curve obtined for an orbital wave function (Phi) has 3 peaks and 2 radial nodes. The valence electron of which one of the following metals does this wave function (Phi) correspond to.

Determining the Shape OF Orbitals by wave Function|| Identifying the Orbitals from wave Functions

Molecular Orbital Theory (MOT) || Limitations OF VBT || Main Postulates OF MOT || Formation OF Molecular Orbital (Linear combination OF Atomic Orbital) || Conditions for Combination OF Atomic Orbital

Assertion(A): Electrons may be considered as particles and waves Reason (R): An electron in an atom may be described as occupting at atomic orbital or by a wave function psi , which is a solution to the schrodinger wave equation

Quantum Mechanical Model and Schrodinger Wave Equation||Wave Function for Atomic Orbitals and their Graphs||Radial Probability Distribution Function and Graph

Which of the following statements on the atomic wave function Psi is not correct?

Which of the following statements on the atomic wave function psi is not correct?

Which orbital has only positive value of wave function at all distances from the nucleus :