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how many monochloro derivatives are possible when
Question:
How many monochloro derivatives are possible when 3-methylpentane is subjected to free radical chlorination (including isomers)?
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Whenever secondary C becomes substituted, check for \textbf{optical isomerism}.
LPUNEST - 2024
LPUNEST
Updated On:
Jan 9, 2026
7
5
6
4
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The Correct Option is
C
Solution and Explanation
Step 1:
Write the structure of 3-methylpentane: \[ CH_3–CH_2–CH(CH_3)–CH_2–CH_3 \] Carbon types: - C$_1$ and C$_5$ – equivalent primary (2 sites) - C$_2$ and C$_4$ – equivalent secondary (2 sites) - C$_3$ – tertiary (1 site) - branch methyl – primary (1 site)
Step 2:
Non-equivalent substitution positions: 1. on terminal primary → 1 product 2. on secondary → 1 product 3. on tertiary → 1 product 4. on branch methyl → 1 product Total constitutionally = 4.
Step 3:
Secondary carbon substitution creates a
chiral centre
. Each such gives
two enantiomers
. There are 2 secondary positions (equivalent) → 2×2 = 4 stereoisomers.
Step 4:
Add non-chiral others (primary + tertiary + branch = 2).
Step 5:
Overall monochloro derivatives = 4 + 2 = 6. Hence → (C).
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