Identification of Coordination Complexes Exhibiting Geometrical Isomerism
The compound(s) that exhibit(s) geometrical isomerism is(are)
Options
A
B
C
Correct
D
Correct
Topics & Concepts
Step-by-Step Solution
To determine which of the given coordination complexes exhibit geometrical isomerism, we analyze each complex based on its geometry and the arrangement of its ligands:
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Option (A):
- The central metal atom is a transition metal ion with a coordination number of 4, forming a square planar complex.
- The ligand (ethylenediamine) is a symmetrical bidentate chelating ligand. Because of the bite-angle restriction of the ethylenediamine ring, the donor nitrogen atoms can only coordinate at adjacent positions ( to each other).
- Consequently, the two chloride ligands are restricted to the remaining two adjacent () positions. A arrangement is not geometrically possible.
- Therefore, this complex does not exhibit geometrical isomerism.
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Option (B):
- The complex cation is , which has a square planar geometry of the type , where is a symmetrical bidentate ligand.
- All four coordination sites are occupied by identical donor atoms ( groups), and swapping the ligands does not generate any distinct stereoisomer.
- Therefore, this complex does not exhibit geometrical isomerism.
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Option (C):
- Here, platinum is in the oxidation state (), with a coordination number of 6, adopting an octahedral geometry.
- The complex ion has the general formula , where and .
- It exhibits two distinct geometrical isomers:
- -isomer: The two ligands occupy positions at an angle of to each other.
- -isomer: The two ligands occupy positions at an angle of to each other (opposite axial or equatorial positions).
- Therefore, this complex exhibits geometrical isomerism.
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Option (D):
- The central metal atom is in a square planar geometry of the type , where and .
- It exists in two distinct geometrical isomers:
- -isomer (cisplatin): The identical ligands are adjacent ( apart).
- -isomer (transplatin): The identical ligands are opposite ( apart).
- Therefore, this complex exhibits geometrical isomerism.
Thus, the complexes exhibiting geometrical isomerism are (C) and (D).