Octahedral complexes of the type -Ma2b2c2-n- has-Here a-b-c are monodentate ligands- Find the correct statement from below options-

Octahedral Complexes Having Monodentate Ligands nbsp; [Ma_2b_2c_2]^n± : It has 5 geometrical isomers out of which 1 is optically active as shown It has 1 enan ...

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Standard XII

Chemistry

Introduction to CFT

Octahedral co...

Question

Octahedral complexes of the type $[M a_{2} b_{2} c_{2}]^{n \pm}$ has:
Here $a, b, c$ are monodentate ligands. Find the correct statement from below options:

No optically active geometrical isomer

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2 geometrical isomers.

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2 enantiomeric pair

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1 enantiomeric pair.

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Solution

The correct option is D 1 enantiomeric pair.
Octahedral Complexes Having Monodentate Ligands
$[M a_{2} b_{2} c_{2}]^{n \pm}$ :
It has 5 geometrical isomers out of which 1 is optically active as shown
It has 1 enantiomeric pair

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Similar questions

Q. Octahedral complexes of the type

[M a_{2} b_{2} c_{2}]^{n \pm}

has:
Here

a, b, c

are monodentate ligands

Q. The total number of geometrical isomers possible for an octahedral complex of the type

[M A_{2} B_{2} C_{2}]

is:

[

M =

transition metal;

A, B

and

C

are monodentate ligands]

Q. In case of the octahedral complex of the type

[M (A A) a_{2} b c]^{n \pm}

, possible number of geometrical isomer(s) is/are:
Here
AA is a symmetrical bidentate ligand
a,b,c are monodentate ligands

Q. Which one of the following octahedral complexes does not show geometric isomeism? (A and B are monodentate ligands)

Q. Which one of the following octahedral complexes will not show geometrical isomerism?(A and B are monodentate ligands )

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Octahedral complexes of the type [Ma2b2c2]n± has: Here a,b,c are monodentate ligands. Find the correct statement from below options:

The correct option is D 1 enantiomeric pair.Octahedral Complexes Having Monodentate Ligands [Ma2b2c2]n± : It has 5 geometrical isomers out of which 1 is optically active as shown It has 1 enantiomeric pair

Octahedral complexes of the type $[M a_{2} b_{2} c_{2}]^{n \pm}$ has:
Here $a, b, c$ are monodentate ligands. Find the correct statement from below options:

The correct option is D 1 enantiomeric pair.
Octahedral Complexes Having Monodentate Ligands
$[M a_{2} b_{2} c_{2}]^{n \pm}$ :
It has 5 geometrical isomers out of which 1 is optically active as shown
It has 1 enantiomeric pair