Possible number of orientations of a subshell | vedclass

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(C) The number of orientations of a subshell is determined by the magnetic quantum number,denoted by $m_l$.For a given azimuthal quantum number $l$,th

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$2l + 1$

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(C) The number of orientations of a subshell is determined by the magnetic quantum number,denoted by $m_l$.For a given azimuthal quantum number $l$,the possible values of $m_l$ range from $-l$ to $+l$,including zero.The total number of such values is given by the formula $(2l + 1)$.Each value of $m_l$ corresponds to a specific orientation of an orbital in space.

Possible number of orientations of a subshell is

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