Geometrical Isomerism and Ionization Isomers in Coordination Compounds
Among the following options, select the option in which each complex in Set-I shows geometrical isomerism and the two complexes in Set-II are ionization isomers of each other.
Options
Set-I: and
Set-II: and
Set-I: and
Set-II: and
Set-I: and
Set-II: and
Set-I: and
Set-II: and
Topics & Concepts
Step-by-Step Solution
To determine the correct option, we analyze the complexes in Set-I for geometrical isomerism and the pairs in Set-II for ionization isomerism.
1. Evaluation of Set-I Complexes
A coordination complex exhibits geometrical isomerism if its ligands can be arranged in spatially distinct non-superimposable configurations (e.g., cis/trans or fac/mer).
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Complex 1:
- Geometry: Octahedral (Coordination Number = 6)
- Type: (where and )
- Geometrical Isomers: It shows two geometrical isomers:
- Facial (): The three identical ligands occupy the corners of one triangular face of the octahedron.
- Meridional (): The three identical ligands lie around the meridian of the octahedron.
- Conclusion: Shows geometrical isomerism.
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Complex 2:
- Geometry: Octahedral (Coordination Number = 6)
- Type: (where , a symmetrical bidentate ligand, and )
- Geometrical Isomers: It shows two geometrical isomers:
- cis-isomer: The two ligands are adjacent to each other ( angle).
- trans-isomer: The two ligands are opposite to each other ( angle).
- Conclusion: Shows geometrical isomerism.
Thus, both complexes in Set-I of Option (C) show geometrical isomerism.
2. Evaluation of Set-II Complexes
Ionization isomers are coordination compounds that have the same molecular formula but give different ions in aqueous solution due to the exchange of a ligand inside the coordination sphere with an anion outside the coordination sphere.
- Pair: and
- Dissociation in water:
Since they yield different ions in solution ( vs. ), they are ionization isomers of each other.
3. Analysis of Incorrect Options
- Option (A): is a tetrahedral complex ( type, hybridized) and does not show geometrical isomerism.
- Option (B): The pair and are coordination isomers, not ionization isomers.
- Option (D): is of type and does not show geometrical isomerism. Furthermore, the pair in Set-II are hydrate (solvate) isomers.
Conclusion
Option (C) correctly satisfies all the conditions.
Correct Answer: (C)