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Match the following : {:(,"Column-I",,...

Match the following `:`
`{:(,"Column-I",,"Column-II"),((A),3s^(1),(p),n=3),((B), 3p^(1),(q), l=0),((C ), 4s^(1),(r ) , l=1),((D),4d^(1),(s),m=0),(,,(t),m=+-1):}`

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To solve the question of matching the quantum numbers from Column I with the corresponding descriptions in Column II, we will analyze each entry step by step. ### Step-by-Step Solution: 1. **Identify Quantum Numbers for 3s¹ (A)**: - The principal quantum number (n) for 3s¹ is **3**. - The azimuthal quantum number (l) for s subshell is **0**. - The magnetic quantum number (m) can only be **0** (since for l=0, m can only be 0). - **Match**: A (3s¹) matches with (p) where n=3 and (q) where l=0, and (s) where m=0. 2. **Identify Quantum Numbers for 3p¹ (B)**: - The principal quantum number (n) for 3p¹ is **3**. - The azimuthal quantum number (l) for p subshell is **1**. - The possible magnetic quantum numbers (m) for l=1 are **-1, 0, +1**. - **Match**: B (3p¹) matches with (p) where n=3 and (r) where l=1, and (t) where m=±1. 3. **Identify Quantum Numbers for 4s¹ (C)**: - The principal quantum number (n) for 4s¹ is **4**. - The azimuthal quantum number (l) for s subshell is **0**. - The magnetic quantum number (m) can only be **0**. - **Match**: C (4s¹) matches with (q) where l=0 and (s) where m=0. 4. **Identify Quantum Numbers for 4d¹ (D)**: - The principal quantum number (n) for 4d¹ is **4**. - The azimuthal quantum number (l) for d subshell is **2**. - The possible magnetic quantum numbers (m) for l=2 are **-2, -1, 0, +1, +2**. - **Match**: D (4d¹) matches with (s) where m=0 and (t) where m=±1. ### Final Matches: - A (3s¹) matches with (p), (q), and (s). - B (3p¹) matches with (p), (r), and (t). - C (4s¹) matches with (q) and (s). - D (4d¹) matches with (s) and (t). ### Summary of Matches: - A → p, q, s - B → p, r, t - C → q, s - D → s, t
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