Analyzing the Letter Series Pattern

The question requires finding the missing term in the sequence: BSWG, CTXE, DUYC, ?, FWAY.

We determine the pattern by analyzing each letter position individually.

Positional Pattern Analysis

• Position 1: The sequence is B, C, D, ?, F.

  This follows a simple alphabetical progression. The pattern is: Letter position $n \rightarrow n+1$.
  B $\rightarrow$ C $\rightarrow$ D $\rightarrow$ E $\rightarrow$ F. The missing letter is E.

• Position 2: The sequence is S, T, U, ?, W.

  This also follows an alphabetical progression. The pattern is: Letter position $n \rightarrow n+1$.
  S $\rightarrow$ T $\rightarrow$ U $\rightarrow$ V $\rightarrow$ W. The missing letter is V.

• Position 3: The sequence is W, X, Y, ?, A.

  This follows an alphabetical progression with wrap-around (Z to A). The pattern is: Letter position $n \rightarrow n+1 \pmod{26}$.
  W $\rightarrow$ X $\rightarrow$ Y $\rightarrow$ Z $\rightarrow$ A. The missing letter is Z.

• Position 4: The sequence is G, E, C, ?, Y.

  This follows a reverse alphabetical progression with wrap-around (A to Y). The pattern is: Letter position $n \rightarrow n-2 \pmod{26}$.
  G(7) $\rightarrow$ E(5) $\rightarrow$ C(3) $\rightarrow$ A(1) $\rightarrow$ Y(25). The missing letter is A.

  Using numerical positions where A=1, B=2, ..., Z=26.

Identifying the Missing Term

Combining the derived letters for each position:

• Position 1: E
• Position 2: V
• Position 3: Z
• Position 4: A

The missing term in the series is EVZA.

This corresponds to Option B.