Select the alternative that is related to the third term in the same way as the second term is related to the first term.
$$196:169::2744:?$$

Let us analyze the relationship between the numbers:
* The first term is $196=14^2$
* The second term is $169=13^2$
* The third term is $2744=14^3$

Following the same logic, the fourth term must be the cube of $13$:

$$\text{Fourth term}=13^3=2197$$

Hence, the correct option is B.