The maximum number of cyclic isomers (positional and optical) of a compound having formula $C_{3} H_{2} C l_{2}$ is.

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Solution

The correct option is B 4
Total 4 isomers are possible for $C_{3} H_{2} C l_{2}$ in which 2 are optical isomers (as shown in the 2nd structure).
Option C is the correct answer.

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The maximum number of cyclic isomers (positional and optical) of a compound having formula $C_{3} H_{2} C l_{2}$ is

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C_{3} H_{4} C l_{2}

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