Q.3 The number of possible enantiomeric pair(s) in HOOC−CH(OH)−CH(OH)−COOH is________
Tartaric acid, HOOC-CH(OH)-CH(OH)-COOH, has two chiral carbons, leading to specific stereoisomers. The number of possible enantiomeric pairs is 1 due to the presence of a meso form. This compound is key in organic chemistry for understanding optical activity.
Compound Structure
HOOC-CH(OH)-CH(OH)-COOH features a four-carbon chain with carboxylic acids at both ends and hydroxyl groups on the middle carbons. Each -CH(OH)- carbon attaches to four different groups: H, OH, COOH, and CH(OH)COOH, confirming two chiral centers. For n chiral centers without symmetry, 2^n = 4 stereoisomers form, but meso compounds reduce optically active pairs.
Total Stereoisomers
Two chiral centers predict 4 stereoisomers: (R,R), (S,S), (R,S), and (S,R). The (R,S) and (S,R) configurations are identical due to a plane of symmetry bisecting the C2-C3 bond, creating the meso-tartaric acid form. Meso-tartaric acid is achiral and optically inactive, leaving (R,R)-tartaric acid and (S,S)-tartaric acid as the enantiomeric pair.
Enantiomeric Pairs Explained
An enantiomeric pair consists of two mirror-image enantiomers that are non-superimposable and rotate plane-polarized light oppositely. Here, only one such pair exists: the (R,R) and (S,S) forms. The meso form does not form an enantiomeric pair with anything, as it is its own mirror image and superimposable.
Why Not More Pairs?
Options implying 2 or 3 pairs overlook the meso compound’s internal symmetry, which halves optically active stereoisomers. Without the identical end groups (COOH), all 4 would be distinct, yielding 2 pairs—but symmetry enforces 3 total stereoisomers (1 meso + 1 pair). Thus, the answer is exactly 1 enantiomeric pair.
| Stereoisomer | Configuration | Optically Active? | Part of Enantiomeric Pair? |
|---|---|---|---|
| (R,R) | Dextrorotatory | Yes | Yes (with S,S) |
| (S,S) | Levorotatory | Yes | Yes (with R,R) |
| Meso | (R,S)/(S,R) | No | No |


