Determine the absolute configurations of the | vedclass

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(C) To determine the absolute configuration,we assign priorities to the groups attached to each chiral center using Cahn-Ingold-Prelog $(CIP)$ rules.F

Vedclass · Accepted Answer

$a = S; b = S$

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(C) To determine the absolute configuration,we assign priorities to the groups attached to each chiral center using Cahn-Ingold-Prelog $(CIP)$ rules.For chiral center $a$: The groups are $-CH_2CH_3$,$-CH(Br)COCH_3$,$-CH_3$,and $-H$. Following priority rules,the configuration is found to be $S$.For chiral center $b$: The groups are $-Br$,$-COCH_3$,$-CH(CH_3)CH_2CH_3$,and $-H$. Following priority rules,the configuration is found to be $S$.Thus,the molecule has $(S, S)$ configuration.

Determine the absolute configurations of the chiral centres in the following compound.

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Determine the absolute configurations of the chiral centres in the following compound.

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The absolute configurations of the following compounds are respectively:

Which of the following properties is $NOT$ identical for enantiomers?

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Ignoring specific markings,which of the following objects are chiral?
$(I)$ $A$ shoe
$(II)$ $A$ book
$(III)$ $A$ pencil
$(IV)$ $A$ pair of shoes (consider the pair as one object)
$(V)$ $A$ pair of scissors