Easy
What is a nodal surface?
(N/A) nodal surface (or node) is a region in an orbital where the probability density of finding an electron is zero.
For an orbital with principal quantum number $n$ and azimuthal quantum number $l$,the total number of nodes is given by $(n - 1)$.
These are divided into radial nodes $(n - l - 1)$ and angular nodes $(l)$.
For an orbital with principal quantum number $n$ and azimuthal quantum number $l$,the total number of nodes is given by $(n - 1)$.
These are divided into radial nodes $(n - l - 1)$ and angular nodes $(l)$.
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Similar Questions
Write about $p$-orbitals.
Difficult
View SolutionWhich of the following $d$-orbitals has a different shape compared to the others?
What is the total number of unpaired electrons in an element placed at period-$4$ and group-$12$ either in excited or at ground state?
Two statements are given below:
Statement $I$: In $H$ atom,the energy of $2s$ and $2p$ orbitals is same.
Statement $II$: In $He$ atom,the energy of $2s$ and $2p$ orbitals is same.
The correct answer is:
Statement $I$: In $H$ atom,the energy of $2s$ and $2p$ orbitals is same.
Statement $II$: In $He$ atom,the energy of $2s$ and $2p$ orbitals is same.
The correct answer is:
The degeneracy of the energy level of a hydrogen atom that has an energy of $\left(\frac{-R_{H}}{16}\right)$ is
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