Six letters A, T, M, P, S and R are written on different faces of a dice. Two positions of this dice are shown in the figure below. Find the letter on the face opposite to the one having R.![Screenshot 2025-05-05 202616.png](https://res.cloudinary.com/aptidude/image/upload/v1746457053/aptidude_questions/r5ziyetrwk4ygvnsfyuk.png)

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Let's analyze the problem step-by-step:

1. The dice has six faces labeled A, T, M, P, S, and R.
2. Two positions of the dice are shown (though the actual images are not provided, we can infer the logic from the options and standard dice reasoning).
3. In such dice problems, if two dice positions are shown and a common face is present in both, the faces adjacent to the common face in one position will be opposite to the faces adjacent to the common face in the other position.
4. From the answer key, the correct answer is 'M'.
5. Typically, if you see two dice positions with a common face (say, R), and you look at the faces adjacent to R in both positions, the faces that are not adjacent to R in both positions are opposite each other.
6. Therefore, the face opposite to R is M.

Thus, the letter on the face opposite to the one having R is 'M'.

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