2-chlorobutane + (isomers) Total number of optically active isomers shown by , obtained in the above reaction is:
- A
- B
- C
- D
2-chlorobutane + (isomers) Total number of optically active isomers shown by , obtained in the above reaction is:
Correct answer:C
Standard Method
Given: 2-chlorobutane reacts with and dichloro products of formula are to be considered for optical activity.
Find: The total number of optically active isomers formed.
The solution analyzes the dichloro products obtained from chlorination of 2-chlorobutane:
Possible relevant structural isomers listed are 1,2-dichlorobutane, 1,3-dichlorobutane, 2,2-dichlorobutane, and 2,3-dichlorobutane.
For 1,2-dichlorobutane:
There is one chiral center, so it gives 2 enantiomers.
For 1,3-dichlorobutane:
There is one chiral center, so it gives 2 enantiomers.
For 2,2-dichlorobutane:
This is achiral, so it gives 0 optically active isomers.
For 2,3-dichlorobutane:
According to the solution, this contributes 2 optically active enantiomers, while the meso form is optically inactive.
Hence, total optically active isomers:
Therefore, the total number of optically active isomers is . The correct option is C.
Note: The question text shows , but the solution consistently works with dichloro products. The answer has been derived from the solution, which is treated as authoritative.
Casewise Isomer Counting
Given: Chlorination of 2-chlorobutane produces positional isomers, and we must count only the optically active ones.
Find: Total number of optically active stereoisomers.
The solution uses a casewise check:
Adding the active isomers:
Thus, the total number of optically active isomers is .
Counting 2,2-dichlorobutane as chiral. This is incorrect because the same carbon bears two identical Cl substituents, so it cannot be a stereogenic center. Check that a chiral carbon must have four different groups attached.
Ignoring the meso possibility in 2,3-dichlorobutane. A molecule with two chiral centers is not always optically active. Always test for an internal plane of symmetry before counting all stereoisomers as active.
Counting only structural isomers and not their enantiomeric pairs. The question asks for optically active isomers, so each chiral structure may contribute two mirror-image forms.
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