If the value of principal quantum number is 3, the total possible values for magnetic quantum number will be?

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Solution

The correct option is C 5
The azimuthal quantum number $(l) = n - 1$
$= 3 - 1$
$= 2$
Therefore, the total possible values of magnetic quantum number (m) are
$m = 2 l + 1$
$= 2 (2) + 1$
$= 4 + 1$
$m = 5$

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