A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
AZ, CX, FU, ….

Options

A. IR
B. IV
C. JQ
D. KP

Explanation

To solve the problem, we need to identify the pattern in the series given: AZ, CX, FU, ….

### Step-by-Step Solution:

1. **Identify the first letters of the series:**
- The first letters are A, C, F, ...
- Let's find the position of these letters in the alphabet:
- A = 1
- C = 3
- F = 6

2. **Determine the pattern in the first letters:**
- The differences between the positions are:
- C (3) - A (1) = 2
- F (6) - C (3) = 3
- The pattern seems to be increasing by 1 each time (2, 3, ...).
- Therefore, the next difference should be 4.
- So, the next letter will be:
- F (6) + 4 = 10, which corresponds to J.

3. **Identify the second letters of the series:**
- The second letters are Z, X, U, ...
- Let's find the position of these letters in the alphabet:
- Z = 26
- X = 24
- U = 21

4. **Determine the pattern in the second letters:**
- The differences between the positions are:
- X (24) - Z (26) = -2
- U (21) - X (24) = -3
- The pattern seems to be decreasing by 1 each time (-2, -3, ...).
- Therefore, the next difference should be -4.
- So, the next letter will be:
- U (21) - 4 = 17, which corresponds to Q.

5. **Combine the results:**
- The next term in the series is JQ.

### Final Answer:
The next term in the series is **JQ**.