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What are the possible values for the quantum numbers $n, \ell,$ and $m_{\ell} ?$

$n$ can take integral number values $1,2,3, \ldots$

$l$ has integral number values $0,1, \ldots, n-1$

$m_{l}$ has integral number values from $l$ to $-l,$ including zero.

$m_{s}$ has values of $\pm \frac{1}{2}$

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guys, You promised them the seventh chapter seven where the possible used for the quantum numbers and l and M l so And is going to be numbers such as one, two, three e four et cetera. L That's gonna be equal toe end as that is gonna be equal to really? Just And my eyes one values. So oh, l A is gonna be equal to one zero. Oh, to hell with that. That that too. And minus one. Whatever. Our highest and value EZ, whatever our highest and value is that the highest l values gonna be n minus one? No. And now it's our m us ML. That's actually based on the based on your l values. No. So ml is the US is the range from negative l positive L So let's say l is us. Let's say l is one. Then Emma would be negative. 10 and one