Concept: Alkyl cyanides (also called nitriles) contain the functional group:
\[
-C \equiv N
\]
When nitriles undergo reduction, the cyanide group is converted into an amino group \((-NH_2)\). Reduction of nitriles can be carried out using reducing agents such as:
• Sodium in ether
• Lithium aluminium hydride \((LiAlH_4)\)
• Hydrogen gas in presence of catalysts like Ni or Pt
The reduction converts:
\[
R-C \equiv N \longrightarrow R-CH_2NH_2
\]
The product formed is a primary amine.
Step 1: Understanding the structure of alkyl cyanide.
An alkyl cyanide has the general formula:
\[
R-C \equiv N
\]
where:
• \(R\) represents an alkyl group.
• \(-C \equiv N\) is the nitrile functional group.
Step 2: Reduction of nitrile group.
During reduction, the carbon-nitrogen triple bond gains hydrogen atoms and gets converted into:
\[
-CH_2NH_2
\]
Thus:
\[
R-C \equiv N \xrightarrow[\text{ether}]{Na} R-CH_2NH_2
\]
Step 3: Identifying the product formed.
The group \(-NH_2\) attached to one carbon atom represents a primary amine.
For example:
\[
CH_3CN \longrightarrow CH_3CH_2NH_2
\]
Ethyl cyanide gives ethylamine after reduction.
Step 4: Evaluating the options.
• Primary amine: Correct, nitriles reduce to primary amines.
• Secondary amine: Incorrect, no second alkyl group is attached to nitrogen.
• Alkene: Incorrect, reduction does not form double bonds here.
• Alcohol: Incorrect, nitriles do not reduce into alcohols under these conditions.
Step 5: Final conclusion.
Therefore, alkyl cyanides on reduction with sodium in ether form:
\[
\boxed{\text{Primary amine}}
\]
Hence, the correct option is:
\[
\boxed{(1)\ \text{Primary amine}}
\]