In octahedral complex `Ma_(2)b_(2)cd`, total number of steroisomers is

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

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

Co-ordination complexes can show stereoisomerism square planar complexes of Ma_(2)b_(2) type can show geometrical isomerism but not optical & octahedral complexes of Ma_(2)b_(2)C_(2), Ma_(3)b_(3) Mabcdef etc show stereoisomerism, for e.g. Mabcdef have 15 geometrical isomers & all are optically active so it has 15 pairs of enantiomers thus in totaly it has 30 stereoisomers. (a,b,c,d etc. are monodentate lignads while AB is bidenatate ligand) How many pair of enantiomers exits for Ma_(2)b_(2)c_(2) ?

Co-ordination complexes can show stereoisomerism square planar complexes of Ma_(2)b_(2) type can show geometrical isomerism but not optical & octahedral complexes of Ma_(2)b_(2)C_(2), Ma_(3)b_(3) Mabcdef etc show stereoisomerism, for e.g. Mabcdef have 15 geometrical isomers & all are optically active so it has 15 pairs of enantiomers thus in totaly it has 30 stereoisomers. (a,b,c,d etc. are monodentate lignads while AB is bidenatate ligand) Which of the following can show geometrical as well as optical isomerism?

Co-ordination complexes can show stereoisomerism square planar complexes of Ma_(2)b_(2) type can show geometrical isomerism but not optical & octahedral complexes of Ma_(2)b_(2)C_(2), Ma_(3)b_(3) Mabcdef etc show stereoisomerism, for e.g. Mabcdef have 15 geometrical isomers & all are optically active so it has 15 pairs of enantiomers thus in totaly it has 30 stereoisomers. (a,b,c,d etc. are monodentate lignads while AB is bidenatate ligand) Which of the following can show geometrical as well as optical isomerism?

An octahedral complex having formula Ma_(2)b_(2)C_(2) , which of the following combination is possible to exhibitd optical isomerism

An octahedral complex having formula Ma_(2)b_(2)C_(2) , which of the following combination is possible to exhibitd optical isomerism

Why does a tetrahedral complex of the type [MA_(2)B_(2)] not show geometrical isomerism?