match each set of quantum numbers to the correct subshell description by typing in the correct number.
1: n = 2, l = 0 2p:
2: n = 3, l = 2 3d:
3: n = 1, l = 0 2s:
4: n = 2, l = 1 4f:
5: n = 4, l = 3 1s:
done

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Accepted Answer

# Explanation:
## Step1: Recall the relationship between quantum numbers and subshells
The principal quantum number $n$ gives the shell number. The angular - momentum quantum number $l$ determines the sub - shell: $l = 0$ corresponds to $s$ sub - shell, $l=1$ corresponds to $p$ sub - shell, $l = 2$ corresponds to $d$ sub - shell, and $l=3$ corresponds to $f$ sub - shell.
## Step2: Match each set of quantum numbers
- For $2p$: $n = 2$ (shell number) and $l = 1$ (since $p$ sub - shell has $l = 1$), so it matches with $4$ ($n = 2,l = 1$).
- For $3d$: $n=3$ (shell number) and $l = 2$ (since $d$ sub - shell has $l = 2$), so it matches with $2$ ($n = 3,l = 2$).
- For $2s$: $n = 2$ (shell number) and $l = 0$ (since $s$ sub - shell has $l = 0$), so it matches with $1$ ($n = 2,l = 0$).
- For $4f$: $n = 4$ (shell number) and $l = 3$ (since $f$ sub - shell has $l = 3$), so it matches with $5$ ($n = 4,l = 3$).
- For $1s$: $n = 1$ (shell number) and $l = 0$ (since $s$ sub - shell has $l = 0$), so it matches with $3$ ($n = 1,l = 0$).

# Answer:
$2p:4$, $3d:2$, $2s:1$, $4f:5$, $1s:3$

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QUESTION IMAGE

Question

Explanation:

Step1: Recall the relationship between quantum numbers and subshells

Step2: Match each set of quantum numbers

Answer: