The orbital form of an electron is generally described by the angular momentum quantum number, denoted by the letter l. The value of the main quantum number, n, determines the value of l.
The sum of the orbital angular momenta from each electron creates the total orbital angular momentum, which has a magnitude of square root of L(L + 1) (L), where L is an integer.
Therefore, using the equation l=n1 l = n 1 and knowing the main quantum number, it is easy to determine the angular momentum quantum number. According to this statement, the primary quantum number will never be greater than the azimuthal quantum number.
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