Theoritically the No. of geometrical isomers expected for octahedral complex $[M a b c d e f]$ is :

Zero

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Solution

The correct option is C 15
Option (C) is correct.
No. of geometrical isomers expected for octahedral complex $[M a b c d e f]$ is 15 and each geometrical isomer should exist in $d$ and $l$ - form.

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