Total number of possible isomers (both structural as well as stereoisomers) of cyclic ethers of molecular formula C₄H₈O is:

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  1. 6
  2. 8
  3. 10
  4. 11

Answer (Detailed Solution Below)

Option 3 : 10
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CONCEPT:

Cyclic Ethers and Isomerism

  • Cyclic ethers are organic compounds that contain an oxygen atom within a ring structure.
  • Isomers of cyclic ethers can include both structural isomers (different connectivity of atoms) and stereoisomers (same connectivity but different spatial arrangement).
  • For a given molecular formula, isomer count depends on the number of possible ring sizes, substitution patterns, and stereoisomeric configurations.

EXPLANATION:

  

  • Possible structures include:
    • Four-membered rings (oxetanes) with different substitution patterns.
    • Three-membered rings (epoxides) with different substitution patterns.
  • Considering stereoisomerism:
    • Epoxides can have cis and trans stereoisomers due to the planar nature of the three-membered ring.
    • Oxetanes with different substitutions can also exhibit stereoisomerism.
  • Upon counting all possible structural and stereoisomers:
    • Three-membered ring (epoxides): 6 isomers (including stereoisomers).
    • Four-membered ring (oxetanes): 4 isomers (including stereoisomers).
  • Total number of isomers = 6 (epoxides) + 4 (oxetanes) = 10.

Therefore, the total number of possible isomers (both structural and stereoisomers) of cyclic ethers with the molecular formula C₄H₈O is 10.

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