Possible number of enantiomeric pairs for the complex of the type -MAB2a2-n- is-are- Here-AB is an unsymmetrical bidentate ligand whereas a is a monodentate ligands

Unsymmetrical Bidentate and Monodentate nbsp;Ligands nbsp; Possible number of enantiomeric pairs for the complex of the type [M(AB)_2a_2]^n± are 3 Total pos ...

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Standard XI

Chemistry

Enantiomers

Possible numb...

Question

Possible number of enantiomeric pairs for the complex of the type $[M (A B)_{2} a_{2}]^{n \pm}$ is/are:
Here,
$A B$ is an unsymmetrical bidentate ligand whereas $a$ is a monodentate ligands

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Solution

Unsymmetrical Bidentate and Monodentate Ligands
Possible number of enantiomeric pairs for the complex of the type $[M (A B)_{2} a_{2}]^{n \pm}$ are 3
Total possible stereoisomers are 8

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Q. Choose the correct option(s):
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Q. What kind of geometrical isomerism exists for [M(AB)3] complex? (AB) is an unsymmetrical bidentate ligand

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Possible number of enantiomeric pairs for the complex of the type [M(AB)2a2]n± is/are: Here, AB is an unsymmetrical bidentate ligand whereas a is a monodentate ligands

Unsymmetrical Bidentate and Monodentate Ligands Possible number of enantiomeric pairs for the complex of the type [M(AB)2a2]n± are 3 Total possible stereoisomers are 8

Possible number of enantiomeric pairs for the complex of the type $[M (A B)_{2} a_{2}]^{n \pm}$ is/are:
Here,
$A B$ is an unsymmetrical bidentate ligand whereas $a$ is a monodentate ligands

Unsymmetrical Bidentate and Monodentate Ligands
Possible number of enantiomeric pairs for the complex of the type $[M (A B)_{2} a_{2}]^{n \pm}$ are 3
Total possible stereoisomers are 8