Concept:
In alphabet series questions, it is often useful to convert letters into their corresponding alphabetical positions and then examine the pattern of differences.
Step 1: Convert letters into numerical positions.
\[
X=24,\quad U=21,\quad S=19,\quad P=16,\quad N=14,\quad K=11
\]
Thus the series becomes
\[
24,\ 21,\ 19,\ 16,\ 14,\ 11
\]
Step 2: Find the successive differences.
\[
24-21=3
\]
\[
21-19=2
\]
\[
19-16=3
\]
\[
16-14=2
\]
\[
14-11=3
\]
The pattern is
\[
-3,\ -2,\ -3,\ -2,\ -3
\]
Hence the next difference should be
\[
-2.
\]
Step 3: Determine the next term.
\[
11-2=9.
\]
The \(9^{th}\) letter of the alphabet is
\[
I.
\]
Therefore the missing term is
\[
\boxed{I}.
\]