Consider the following statements:

(A) The principal quantum number 'n' is a positive integer with values of 'n' = 1, 2, 3,….

(B) The azimuthal quantum number $\text{'}\mathcal{l}\text{'}$ for a given 'n' (principal quantum number) can have values as   $\text{'}\mathcal{l}\text{'}=0,1,2,...n$

(C) Magnetic orbital quantum number $\text{'}{m}_{\mathcal{l}}\text{'}$ for a particular $\text{'}\mathcal{l}\text{'}$ (azimuthal quantum number) has $\left(2\mathcal{l}+1\right)$  values.

(D)  $\pm 1/2$ are two possible orientations of electron spin.

(E) For $\mathcal{l}=5,$ there will be a total of 9 orbitals

$•$ Values of principal quantum number, n = 1, 2, 3, .

$•$ Values of azimuthal quantum number,   $\mathcal{l}=0,1,2...........,n-1$

$•$ Number of values of magnetic quantum number are $2\mathcal{l}+1.$  

$•$ Values of spin quantum number are $\pm \frac{1}{2}.$

$•$ Number of orbitals for particular value of $\mathcal{l}are2\mathcal{l}+1,sofor\mathcal{l}=5,$  no. of orbitals = 11.

$•$ Values of principal quantum number, n = 1, 2, 3, .

$•$ Values of azimuthal quantum number,   $\mathcal{l}=0,1,2...........,n?1$

$•$ Number of values of magnetic quantum number are $2\mathcal{l}+1.$  

$•$ Values of spin quantum number are $\pm \frac{1}{2}.$

$•$ Number of orbitals for particular value of $\mathcal{l}\text{?}\text{?}are\text{?}\text{?}2\mathcal{l}+1,\text{?}\text{?}so\text{?}\text{?}for\text{?}\text{?}\mathcal{l}=5,$  no. of orbitals = 11.