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Geometric isomers are more separable than enantiomers,Justify?

Geometric isomers are more separable than enantiomers,Justify?

Grade:12th pass

1 Answers

Vikas TU
14149 Points
6 years ago
Geometric isomers are unique in relation to enantiomers. E and Z are viewed as geometric isomers given that the two most elevated need bunches vary over a twofold bond, yet their network (bonds) is the same.
Enantiomers must have chiral focuses that are of inverse arrangement at each site, while geometric isomers don't really require chiral focuses. 
A compound with a R stereocenter and E design is not the enantiomer of a compound with a S stereocenter and Z arrangement since they're not perfect representations despite the fact that the outright setup at the one chiral focus is flipped. They would essentially be configurational isomers. 

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