Exams › JEE Advanced › Chemistry › Stereochemistry / Isomerism
3 questions with worked solutions.
Answer: 4
(i) C(CH3)(OH)=CH-: left C bears OH and CH3 (different); right C bears H and C(F)(CH3)2 (different) -> YES. (ii) C(CH3)(CH3)=: two identical CH3 on left C -> NO. (iii) CH3-N(=O)-OH: N=O with N carrying CH3 and OH (different) -> shows syn/anti isomerism -> YES. (iv) C(CH3)=CH-: left C bears CH3 and N-group (different); right C bears H and CH(CH3)2 (different) -> YES. (v) C=O: one side is only O -> NO. (vi) C(CH3)2=: two CH3 on one carbon -> NO. (vii) Two different substituents on each double-bond carbon in the ring -> YES. (viii) C=C(CH2CH3)2: right C has two identical ethyl groups -> NO. (ix) C=C(CH3)2: right C has two CH3 -> NO. Count: (i), (iii), (iv), (vii) = 4.
Q2. Which of the following compounds will show geometrical (cis-trans) isomerism?
Answer: (B) A cyclohexene ring with identical D substituents on the two carbon atoms adjacent to and on the same side as the double bond.
In cyclohexene (option B), the two sp3 carbons each carry one D and one H substituent; since neither carbon has two identical groups, restricted rotation in the ring fixes their relative orientation, giving rise to cis and trans isomers. The geminal dichloro group in option A prevents G.I. at that center; the spiro polycyclopropane in option C has no appropriate stereocenters; the diene in option D places the D-substituted carbons on sp2 centers that cannot show classical cis-trans ring isomerism.
Answer: (D) P-2, Q-3, R-1, S-4
P: 1,4-positions give cis/trans (geometrical) isomers and CHO allows tautomerism; both cis and trans forms have planes of symmetry, so no optical isomers -> matches (2). Q: gem-disubstituted C1 (CH3+CHO) with Ph on another carbon; no enolisable alpha-H at C1 for typical tautomerism consideration here; geometrical (cis/trans Ph) and optical (chiral C with 4 different groups) -> matches (3). R: 1,3-substitution gives both geometrical and optical isomers; CHO gives tautomerism -> matches (4). S: 4-phenylcyclohexanone has tautomerism (alpha-H) and a chiral centre at C4 bearing Ph (if considered with ring asymmetry) giving optical isomers; symmetric para relationship means no classical geometric isomerism -> matches (1). Best answer: D.