In which of the following pairs of orbitals i | vedclass

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Question

(C) The correct answer is $(C)$.For an orbital to have zero probability of finding an electron in the $XY$ plane,the $XY$ plane must be a nodal plane

Vedclass · Accepted Answer

$4d_{xz}, 3p_z$

Vedclass · Answer

(C) The correct answer is $(C)$.For an orbital to have zero probability of finding an electron in the $XY$ plane,the $XY$ plane must be a nodal plane for that orbital.$1$. For $3p_z$,the nodal plane is the $XY$ plane (since the electron density is along the $z$-axis).$2$. For $4d_{xz}$,the nodal planes are the $XY$ plane and the $YZ$ plane (since the lobes lie in the $XZ$ plane).$3$. Therefore,in the pair $(4d_{xz}, 3p_z)$,both orbitals have the $XY$ plane as a nodal plane,meaning the probability of finding an electron in the $XY$ plane is zero for both.

In which of the following pairs of orbitals is the probability of finding the electron zero in the $XY$ plane?

Similar Questions

Describe the orbitals with the following quantum numbers using $s, p, d, f$ notations:
$(a) \ n = 2, l = 1$
$(b) \ n = 4, l = 0$
$(c) \ n = 5, l = 3$
$(d) \ n = 3, l = 2$

Which of the following sets of quantum numbers is possible?

$A$ certain orbital has $n = 4$ and $m_{L} = -3$. The number of radial nodes in this orbital is .......... (Round off to the Nearest Integer).

$A$ sub-shell with $l = 2$ can accommodate how many electrons?

Which electron is associated with the least energy?

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