Match List - I with List - II: List - I: (A) (B) (C) (D) List - II: (I) & diamagnetic (II) & paramagnetic (III) & diamagnetic (IV) & paramagnetic Choose the correct answer from the options given below:
- A
- B
- C
- D
Match List - I with List - II: List - I: (A) (B) (C) (D) List - II: (I) & diamagnetic (II) & paramagnetic (III) & diamagnetic (IV) & paramagnetic Choose the correct answer from the options given below:
Correct answer:A
Standard Method
Given: The complexes are , , and .
Find: Match each complex with its hybridization and magnetic property.
To solve the problem of matching List-I with List-II, we need to determine the hybridization of each complex and their magnetic properties:
For : Manganese in has a coordination number of and contains no unpaired electrons; thus, it is diamagnetic. The hybridization of this complex is .
For : The complex involves , which has a coordination number of . Fluoride is a weak field ligand, resulting in high spin, thus with unpaired electrons and is paramagnetic. The hybridization is .
For : In this case, forms low-spin complexes with oxalate as a ligand. It has no unpaired electrons hence is diamagnetic and features hybridization.
For : This complex contains which forms a tetrahedral complex with carbonyl as a ligand, resulting in unpaired electrons. Therefore, it is paramagnetic with hybridization.
Thus, the correct matches are:
Therefore, the correct option is A.
Match Each Complex Carefully
Given: A matching problem on hybridization and magnetic behavior of coordination compounds.
Find: The correct correspondence between List - I and List - II.
Use oxidation state, ligand strength, coordination number, and geometry for each complex.
So the final matching is:
Hence, the correct option is A.
Assuming every tetrahedral complex is paramagnetic. That is incorrect because magnetic behavior depends on the electron configuration and pairing, not only on geometry. First determine the metal oxidation state and electron count, then decide whether unpaired electrons are present.
Ignoring ligand field strength for octahedral complexes. This leads to wrong hybridization and spin-state assignment. For species like , identify fluoride as a weak field ligand before deciding high-spin or low-spin behavior.
Matching hybridization directly from coordination number without checking inner-orbital versus outer-orbital character. A coordination number of does not by itself fix the hybridization. You must examine the metal ion and ligand nature to distinguish from .
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