A) \[n=5,\,\,l=3,\text{ }m=0,\text{ }s=+\,1\text{/}2\]
B) \[n=3,\text{ }l=2,\text{ m}=-\,3,\text{ }s=-1/2\]
C) \[n=3,\text{ }l=2,\text{ m}=-\,2,\text{ }s=-1/2\]
D) \[n=4,\text{ }l=0,\text{ m}=0,\text{ }s=-1/2\]
Correct Answer: B
Solution :
[b] \[m=-l\] to \[+l\], through zero thus for \[l=2\], values of m will be \[-2,-1,0,+1,+2.\] Therefore for \[l=2\], m cannot have the value -3.
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