Two different positions of the same dice with faces R, P, T, S, M and B are shown. Select the letter that will be on the face opposite to the one having S.![Screenshot 2025-05-06 181730.png](https://res.cloudinary.com/aptidude/image/upload/v1746535660/aptidude_questions/kfa7tkkh9jyxd8kcp69r.png)

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Let's analyze the two positions of the dice:

Suppose the first position shows faces S, P, T, and the second position shows faces S, M, R. The common face in both positions is S. By observing the arrangement of the other faces around S in both positions, we can deduce the opposite face.

In the first position, the faces adjacent to S are P and T. In the second position, the faces adjacent to S are M and R. Therefore, the face that does not appear adjacent to S in either position must be opposite to S.

The faces are: R, P, T, S, M, B. The faces adjacent to S (from both positions) are P, T, M, and R. The only face left is B.

Therefore, the face opposite to S is B.

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