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Structural Isomerism

How many geom...

Question

How many geometric isomers are in $[C o (N H_{3})_{2} C l_{4}]^{-}$ ?

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Solution

Octahedral complex with two $N H_{3}$ gives two geometrical isomers i.e cis and trans.

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Similar questions

Q. How many geometrical isomers are there for

[C o (N H_{3})_{2} C l_{4}]^{-}

(octahedral) and

[A u C l_{2} B r_{2}]

(square planar)?

Q. How many geometrical isomers are there for:
(A)

[C O (N H_{3})_{2} C l_{4}]

, octahedral?
(B)

[A u C l_{2} B r_{2}]^{-}

, square planar?
(C)

[C o C l_{2} B r_{2}]^{2 -}

Q. How many geometric isomers are possible:

[C o C l_{3} (N H_{3})_{3}]

Q. How many geometric isomers are possible in

[C r (o x)_{3}]^{3 -}

?

Q. How many geometrical isomers are possible in

C_{3} H_{4} C l_{2}

?

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