Question:

An alkene \( X \) (\( C_5H_{10} \)) on reaction with \( HBr \) gave \( Y \) (\( C_5H_{11}Br \)). \( Y \) undergoes hydrolysis via an \( S_N1 \) mechanism. What is \( X \)?

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- \( S_N1 \) reactions favor tertiary carbocations due to their stability.
- The order of carbocation stability: Tertiary \(>\) Secondary \(>\) Primary.
- Markovnikov’s rule applies: The Br adds to the most substituted carbon.
Updated On: May 4, 2026
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The Correct Option is D

Solution and Explanation

The question states that an alkene, \( X \), with the formula \( C_5H_{10} \), reacts with \( HBr \) to form a compound \( Y \) with the formula \( C_5H_{11}Br \). \( Y \) undergoes hydrolysis via an \( S_N1 \) mechanism to form an alcohol.

In order to determine the structure of the alkene \( X \), we must consider the following:

  1. Alkenes react with \( HBr \) according to Markovnikov's rule, which states that the hydrogen atom from \( HBr \) will add to the carbon with the greatest number of hydrogen atoms, and the bromine will add to the other carbon.
  2. The indication that the compound \( Y \) undergoes hydrolysis via an \( S_N1 \) mechanism suggests it forms a stable carbocation. This typically occurs with tertiary or secondary carbocation formation due to their increased stability compared to primary carbocations.

Let's evaluate the options:

  • Option 1:
    The product could form a primary or secondary carbocation, depending upon structure.
  • Option 2:
    The product is likely to form a secondary carbocation, which is more stable and follows Markovnikov's rule.
  • Option 3:
    This could form a less stable primary carbocation.
  • Option 4:
    This would form a tertiary carbocation, which is the most stable and follows Markovnikov's rule perfectly.

The correct choice that leads to the formation of a stable tertiary carbocation from a tertiary alkyl bromide upon reacting with \( HBr \) would be Option 4. This occurs because the \( S_N1 \) mechanism tends toward forming carbocations that are stable (often tertiary).

Thus, the correct answer is:

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