Explanation:

The given analogy is $\text{CJR} : \text{ENX} :: \text{FLP} : ?$. We need to find the pattern of letter shifts from $\text{CJR}$ to $\text{ENX}$ and apply it to $\text{FLP}$. Let's analyze the positional values of the letters (A=1, B=2, ... Z=26): For the first letter: $\text{C} (3) \xrightarrow{+2} \text{E} (5)$. For the second letter: $\text{J} (10) \xrightarrow{+4} \text{N} (14)$. For the third letter: $\text{R} (18) \xrightarrow{+6} \text{X} (24)$. The pattern of shifts is $+2, +4, +6$ for the first, second, and third letters, respectively. Now, apply this pattern to $\text{FLP}$: For the first letter: $\text{F} (6) \xrightarrow{+2} \text{H} (8)$. For the second letter: $\text{L} (12) \xrightarrow{+4} \text{P} (16)$. For the third letter: $\text{P} (16) \xrightarrow{+6} \text{V} (22)$. Combining these, $\text{FLP}$ becomes $\text{HPV}$. Let's analyze the options: A) $\text{HPV}$: This option perfectly matches the derived pattern. B) $\text{IPU}$: The first letter $\text{I}$ implies a shift of $+3$ from $\text{F}$, which is incorrect. C) $\text{IPV}$: The first letter $\text{I}$ implies a shift of $+3$ from $\text{F}$, which is incorrect. D) $\text{HPU}$: The third letter $\text{U}$ implies a shift of $+5$ from $\text{P}$, which is incorrect (it should be $\text{V}$ for $+6$).