Refer to the following letter, number and symbol series and answer the question that follows.
(Left) K 6 & M 4 @ R 7 ! F ^ N $ Q 8 # T @ P 9 * Y 3 & Z 2 $ L ^ W (Right)

If all the letters are dropped, which of the following will be fifth from the right?

The correct answer is 3.

To find the correct option, let us break down the solution step-by-step:

Step 1: Analyze the original series
The given sequence of letters, numbers, and symbols is:
(Left) K 6 & M 4 @ R 7 ! F ^ N $ Q 8 # T @ P 9 * Y 3 & Z 2 $ L ^ W (Right)

Step 2: Remove all the letters from the sequence
We need to identify and drop all alphabetical characters (K, M, R, F, N, Q, T, P, Y, Z, L, W):
- K (letter) -> dropped
- M (letter) -> dropped
- R (letter) -> dropped
- F (letter) -> dropped
- N (letter) -> dropped
- Q (letter) -> dropped
- T (letter) -> dropped
- P (letter) -> dropped
- Y (letter) -> dropped
- Z (letter) -> dropped
- L (letter) -> dropped
- W (letter) -> dropped

Step 3: List the remaining sequence
After dropping all the letters, the sequence consists only of numbers and symbols:
(Left) 6 & 4 @ 7 ! ^ $ 8 # @ 9 * 3 & 2 $ ^ (Right)

Step 4: Count to the fifth element from the right
Starting from the right end of the new sequence, we count towards the left:
- 1st from the right: ^
- 2nd from the right: $
- 3rd from the right: 2
- 4th from the right: &
- 5th from the right: 3

Thus, the fifth element from the right in the modified series is 3.