Two different positions of the same dice are shown. The first position shows faces with letters B, C, and D. The second position shows faces with letters D, E, and F. Select the letter that will be on the face opposite to the one having A.

Let's analyze the two positions of the dice:Position 1: B, C, DPosition 2: D, E, FThe letter 'D' is common to both positions. Keeping D fixed and moving in a clockwise direction for both positions, we get:From position 1: $\text{D}\to \text{B}\to \text{C}$ From position 2: $\text{D}\to \text{E}\to \text{F}$ By matching the corresponding positions:B is opposite to EC is opposite to FSince the letters are from A to F, the only remaining letter is A, which must be opposite to the common face, D.Therefore, the face opposite to A is D.