In complex [ M ( AB )2 b 2] if only one " b" is replaced by one "c", what is the difference of number of geometrical isomers between these two complexes ?

Question

In complex [ M ( AB )2 b 2] if only one " b" is replaced by one "c", what is the difference of number of geometrical isomers between these two complexes ? (A)  (B)  (C)  (D)

Tardigrade Admin · Accepted Answer

[ M ( AB )2 b 2] have 5 GI

[ M ( AB )2 bc ] have 6 GI

Q. In complex $[M (A B)_{2} b_{2}]$ if only one " $b$ " is replaced by one " $c$ ", what is the difference of number of geometrical isomers between these two complexes ?

$[M (A B)_{2} b_{2}]$ have $5 G I$

$[M (A B)_{2} b c]$ have $6 G I$

Q. In complex [M(AB)2​b2​] if only one " b" is replaced by one "c", what is the difference of number of geometrical isomers between these two complexes ?

[M(AB)2​b2​] have 5GI [M(AB)2​bc] have 6GI

Q. In complex $[M (A B)_{2} b_{2}]$ if only one " $b$ " is replaced by one " $c$ ", what is the difference of number of geometrical isomers between these two complexes ?

$[M (A B)_{2} b_{2}]$ have $5 G I$

$[M (A B)_{2} b c]$ have $6 G I$