The total number of possible isomers (both structural as well as stereoisomers) of cyclic ethers of molecular formula is:
Answer: (B) 11. \textbf{Answer:} (b) \textbf{Solution:} The cyclic ethers of comprise the four-membered oxetanes (oxetane, 2-methyloxetane, 3-methyloxetane), the five-membered oxolane (tetrahydrofuran) and the three-membered oxiranes bearing alkyl groups (2-ethyloxirane and 2,2- / 2,3-dimethyloxirane).
- A.10
- B.11✓
- C.6
- D.8
Correct Answer
(B) 11
Solution & Explanation
\textbf{Answer:} (b) \textbf{Solution:} The cyclic ethers of comprise the four-membered oxetanes (oxetane, 2-methyloxetane, 3-methyloxetane), the five-membered oxolane (tetrahydrofuran) and the three-membered oxiranes bearing alkyl groups (2-ethyloxirane and 2,2- / 2,3-dimethyloxirane). Several of these rings (e.g. 2-methyloxetane, 2-ethyloxirane and 2,3-dimethyloxirane) carry a stereocentre and exist as R/S enantiomers, and 2,3-dimethyloxirane also has cis/trans forms. Summing all constitutional isomers together with their stereoisomers gives 11.
