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Write the sum of geometrical isomers in ...

Write the sum of geometrical isomers in `[Ma_(2)b_(2)c_(2)]` complex and stereoisomers in `[M(AB)_(3)]` complex .

Text Solution

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The correct Answer is:
9
Total number of geometrical isomers in
`[Ma_(2)b_(2)c_(2)=5`
Total number of stereoisomers in `M(AB)_(3)=4`
Some of geometrical isomers and stereoisomer of given complex `=9` .
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