CUET PG 2025 — Reasoning PYQ

Step 1: Reverse the Second Half

The alphabet has 26 letters. The first half is $A$ to $M$ (1–13) and the second half is $N$ to $Z$ (14–26).

• First Half (Normal): $A,B,C,D,E,F,G,H,I,J,K,L,M$

• Second Half (Reversed): $Z,Y,X,W,V,U,T,S,R,Q,P,O,N$

The new sequence looks like this:

Step 2: Find the Target Position

The question asks for the 7th letter to the right of the 12th letter from the left.

In linear arrangement logic:

We need to find the 19th letter from the left in our new sequence.

Step 3: Identify the Letter

Since the first 13 letters are unchanged, the 19th letter falls into the reversed second half.

We can calculate its position in the reversed section:

The 6th letter in the reversed sequence ($Z,Y,X,W,V,U,\dots$) is:

1. $Z$ (14th total)

2. $Y$ (15th total)

3. $X$ (16th total)

4. $W$ (17th total)

5. $V$ (18th total)

6. $U$ (19th total)

Final Answer: The letter is U.