For a complex MA3B3 possessing a trigonal prismatic geometry, the number of possible isomers are
Answer & explanation
Correct answer: option 1
The correct answer is option (1) 3.
For a complex with the formula MA3B3 possessing a trigonal prismatic geometry, there are two types of isomers that can be formed:
1. Facial isomers: In these isomers, three ligands of type A occupy one triangular face of the trigonal prism, while the three ligands of type B occupy the opposite triangular face. There are two possible facial isomers, considering that the ligands can be arranged in two ways on each triangular face.
2. Meridional isomers: In these isomers, each type of ligand A and B occupies three adjacent positions around the trigonal prism. There are two meridional isomer.
So, in total, there are three isomers for the complex MA3B3 with a trigonal prismatic geometry: (1) 3
An example of fac-mer is \(Fe(NH_3)_3Br_3\)
