Q.In order to prepare a 1° amine from an alkyl halide with simultaneous addition of one group in the carbon chain, the reagent used as source of nitrogen is ____.
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Start your 14-day free trial to unlock the full solution →The key is to use a reagent that both adds a carbon atom and provides a nitrogen that can be reduced to a primary amine. Potassium cyanide (KCN) does exactly this: it replaces the halide with a nitrile (), adding one carbon, and subsequent reduction converts the nitrile to a primary amine with one extra group.
The question asks for a reagent that does two things at once: convert an alkyl halide into a primary amine while lengthening the carbon chain by exactly one carbon atom. This is a classic "chain extension" problem in organic synthesis.
Let’s think about what each option does. The goal is to go from to . That means we need to insert a group between the original carbon and the nitrogen. A direct substitution with ammonia () would give — no extra carbon. So we need a reagent that first adds a carbon-containing group, which can later be transformed into an amine.
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Option (A) Sodium amide, — This is a strong base, often used for deprotonation or in elimination reactions. It can also act as a nucleophile, replacing the halide with to give . But that gives a primary amine without adding a carbon. So this does not satisfy the "simultaneous addition of one group" condition. It’s a dead end here.
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Option (B) Sodium azide, — This is a good nucleophile. It replaces the halide with an azide group (), giving . Reduction of the azide (e.g., with or catalytic hydrogenation) yields . Again, no extra carbon. So this also fails the chain-extension requirement.
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Option (C) Potassium cyanide, KCN — This is the classic reagent for adding one carbon. The cyanide ion () is a strong nucleophile and displaces the halide to form an alkyl cyanide (nitrile): . The nitrile has one more carbon than the original alkyl halide. Then, reduction of the nitrile (e.g., with /Ni or ) gives — a primary amine with exactly one extra group. This is exactly what the question describes. …
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