Which one of the following will show geometrical isomerism?
- A
CH₃CH=CHCH₃
- B
CH₂=CBr₂
- C
CH₃CH=CHBr
- D
Cyclohexane
Which one of the following will show geometrical isomerism?
CH₃CH=CHCH₃
CH₂=CBr₂
CH₃CH=CHBr
Cyclohexane
Correct answer:C
Standard Method
Given: Four compounds are given and we need to identify which one shows geometrical isomerism.
Find: The compound that can exhibit geometrical isomerism.
Geometrical isomerism occurs when:
From the extracted solution, option C satisfies these conditions. The compound CH₃CH=CHBr has a double bond and each doubly bonded carbon is attached to two different groups, so cis-trans isomerism is possible.
Conclusion: The correct option is C.
Condition Check
Given: We must test the condition for geometrical isomerism in each option.
Find: Which option has restricted rotation and different groups on both double-bonded carbons.
the solution states that the relevant condition is that each carbon atom in the double bond must have two different groups or atoms attached.
Option C, CH₃CH=CHBr, fulfills this requirement. Therefore it shows geometrical isomerism.
The solution also explicitly states: "The Correct Option is C" and "The correct answer is option 3."
Conclusion: The correct option is C.
Checking only for the presence of a double bond is not sufficient. A compound shows geometrical isomerism only when each carbon of the double bond has two different substituents. Always verify substituents on both double-bonded carbons.
Assuming every cyclic compound shows geometrical isomerism is incorrect. Cyclohexane itself does not satisfy the alkene-based condition discussed here. Do not choose a ring compound unless the required stereochemical restriction is actually present.
Ignoring substituent symmetry leads to wrong answers. If one carbon of the double bond has two identical groups, geometrical isomerism is not possible. Check for identical groups before concluding.
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