Choose the correct statements from the following:
(A) A node is a point in space where the wave function `Psi` has zero amplitude.
(B) Total number of nodes in an orbital is equal to `(n-1)`
(C) `Psi^(2)` represents the probability density of finding the electron
(D) Total no.of angular node in `2p_(x)` orbital is one

Assertion : 2s-orbital has one node. Reason : Number of nodes in an orbital is equal to (n - l -1) value.

Orbitals are the pictorial representationof Psi or Psi ^(2) Psi^(2) tell about the probability of finding electron. Which of the following graph is correct for 3p ?

Orbitals are the pictorial representationof Psi or Psi ^(2) Psi^(2) tell about the probability of finding electron. A 2p_(x) orbital is shown by given diagram Correct regarding diagram is

Choose the incorrect statement among the following a) Psi^(2) represents the atomic orbital b) The number of peaks in radial distribution is "n-1 c) A node is a point in space around nucleus where the wave function Psi becomes maximum value d) The number of angular nodes for S orbital is zero

A : the number of angular nodes in 3d _(z^2) is zero R : Number of angular nodes of atomic orbitals is equal to value of l.

Orbital is the region in an atom where the probability of finding the electron around the nucleus. Orbitals do not specify a definite path according to the uncertainty principle. An orbital is described with the help of wave function Phi . Whenever an electron is described by a wave function, we say that an electron occupies that orbital. Since, many wave functions are possible for an electron, there are many atomic orbitals in an atom. Orbitals have different shapes, except s-orbitals, all other orbitals hae different shapes, except s-orbitals, all other orbital have different shapes, except s-orbitals, all other orbitals have directional character. Number of spherical nodes in an orbital is equal to (n-l-1) . Orbital angular momentum of an electron is sqrt(l(l+1))h . Q. The nodes present in 5p-orbital are:

Orbital is the region in an atom where the probability of finding the electron around the nucleus. Orbitals do not specify a definite path according to the uncertainty principle. An orbital is described with the help of wave function Phi . Whenever an electron is described by a wave function, we say that an electron occupies that orbital. Since, many wave functions are possible for an electron, there are many atomic orbitals in an atom. Orbitals have different shapes, except s-orbitals, all other orbitals hae different shapes, except s-orbitals, all other orbital have different shapes, except s-orbitals, all other orbitals have directional character. Number of spherical nodes in an orbital is equal to (n-l-1) . Orbital angular momentum of an electron is sqrt(l(l+1))h . Q. Orbital angular momentum of f-electrons is: