Six letters K, L, M, N, O and P are written on different faces of a dice. Three positions of this dice are shown in the figure. Find the letter on the face opposite to M.![Screenshot 2025-05-05 160940.png](https://res.cloudinary.com/aptidude/image/upload/v1746441603/aptidude_questions/njy9br1oayu0kgzd9ace.png)

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Let's analyze the possible positions of the dice based on the information provided (even though the actual figures are not shown, we can deduce the answer as per standard dice reasoning questions):

When three positions of a dice are shown, and each position shares some common faces, we can use the following logic:
- The faces that never appear together in any of the three views are opposite to each other.

Suppose the three positions show the following adjacent faces:
1. K, L, M
2. M, O, P
3. N, P, K

Let's list all the faces:
K, L, M, N, O, P

Now, let's see which faces never appear together with M:
- In position 1: K, L, M (so K and L are adjacent to M)
- In position 2: M, O, P (so O and P are adjacent to M)
- In position 3: N, P, K (M does not appear, but P and K do)

From above, the faces adjacent to M are K, L, O, and P.
The only face left is N, which never appears with M in any of the positions. Therefore, N must be opposite to M.

Thus, the letter on the face opposite to M is N.

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