Match the LIST-I with LIST-II.
| LIST-I Complex | LIST-II Properties |
| A. [Mn(Br)4]2− | I. Square planar, dsp2 and 0 unpaired electrons |
| B. [Ni(CO)4] | II. Tetrahedral, sp3 and 2 unpaired electrons |
| C. [Pt(Cl)4]2− | III. Tetrahedral, sp3 and 5 unpaired electrons |
| D. [Ni(Cl)4]2− | IV. Tetrahedral, sp3 and 0 unpaired electrons |
Choose the correct answer from the options given below:
Answer & explanation
Correct answer: option 1
The correct answer is Option (1) → A-III, B-IV, C-I, D-II
A four-coordinate complex is either tetrahedral (sp3) or square planar (dsp2). With weak field ligands (\( \ce{Cl^{-}} \), \( \ce{Br^{-}} \)) or a d10 metal, the inner d orbitals are not free and the complex is tetrahedral. A d8 ion with a strong field, or a d8 ion of the 4d/5d series (where the splitting is always large), pairs its electrons, frees one d orbital and becomes square planar.
A. \( \ce{[Mn(Br)4]^{2-}} \) — This matches III. Tetrahedral, sp3 and 5 unpaired electrons. x + 4(−1) = −2 gives \( \ce{Mn^{2+}} \); Mn (Z = 25) [Ar]3d54s2 loses the two 4s electrons: 3d5. \( \ce{Br^{-}} \) is weak field, so all five electrons stay unpaired.
B. \( \ce{[Ni(CO)4]} \) — This matches IV. Tetrahedral, sp3 and 0 unpaired electrons. CO is neutral, so Ni is in the 0 state; Ni (Z = 28) is [Ar]3d84s2. The strong field CO pushes the 4s electrons into 3d, giving 3d10, all paired; 4s and 4p orbitals form sp3 hybrids.
C. \( \ce{[Pt(Cl)4]^{2-}} \) — This matches I. Square planar, dsp2 and 0 unpaired electrons. x + 4(−1) = −2 gives \( \ce{Pt^{2+}} \); Pt (Z = 78) [Xe]4f145d96s1 loses the 6s electron and one 5d electron: 5d8. For a 5d metal the splitting is large even with \( \ce{Cl^{-}} \), so the electrons pair and the complex is square planar.
D. \( \ce{[Ni(Cl)4]^{2-}} \) — This matches II. Tetrahedral, sp3 and 2 unpaired electrons. x + 4(−1) = −2 gives \( \ce{Ni^{2+}} \); Ni (Z = 28) [Ar]3d84s2 loses the two 4s electrons: 3d8. \( \ce{Cl^{-}} \) is weak field, so no pairing occurs; two electrons remain unpaired and the complex is tetrahedral.
Shortcut: The pair A–III appears in Options (1) and (4), and B–IV then leaves only Option (1).