Q.Assertion (A): All naturally occurring -amino acids except glycine are optically active.
Reason (R): Most naturally occurring amino acids have L-configuration.
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Start your 14-day free trial to unlock the full solution →The key idea is that optical activity in -amino acids arises from a chiral carbon centre. Glycine lacks this chiral centre, so it is optically inactive, making Assertion (A) true. The Reason (R) is also true — most natural amino acids have the L-configuration — but this fact does not explain why glycine is the only exception. Hence, both statements are true, but R is not the correct explanation of A.
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Understanding optical activity and chirality
A molecule is optically active if it rotates plane-polarised light. This happens when the molecule is chiral — it has a non-superimposable mirror image. In organic chemistry, the most common source of chirality is a carbon atom bonded to four different groups (a chiral centre).
For -amino acids, the general structure is , where is a side chain. The central -carbon is bonded to an amino group (), a carboxyl group (), a hydrogen atom (), and the side chain .
If , all four groups are different, so the -carbon is chiral — the molecule exists as two non-superimposable mirror images (enantiomers), and each is optically active.
If , the molecule is glycine: . Here, the -carbon has two hydrogen atoms (the side chain is just H), so it is bonded to only three different groups. This makes glycine achiral — it has no mirror image that is different from itself — and therefore optically inactive.
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Why Assertion (A) is true
All naturally occurring -amino acids except glycine have , so they possess a chiral -carbon and are optically active. Glycine, with , is the sole exception. Thus, Assertion (A) is correct.
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Why Reason (R) is true
It is a well-established fact in biochemistry that almost all naturally occurring amino acids (in proteins) have the L-configuration at the -carbon. This refers to the absolute stereochemistry (based on the Fischer projection, with the amino group on the left). So Reason (R) is also true.
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Does (R) correctly explain (A)? …
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