Step 1: Count combinations:
Each coupling joins two alkyl radicals. With two kinds of radicals, A and B, the possible pairs are AA, BB and AB.
Step 2: Check formula:
For $n$ different halides the number of possible alkanes is $n(n+1)/2$. For $n=2$ this is $2\times 3/2 = 3$.
Step 3: Select:
Three alkanes, so option (B).
Final Answer:
With two different halides, three coupling products are possible.
\[ \boxed{B} \]