Three different positions of the same dice are given. Find the number on the face opposite to the face showing $2$.![Screenshot 2025-06-07 085544.png](https://res.cloudinary.com/aptidude/image/upload/v1749266756/aptidude_questions/dvtfks9bpdlvuj2wzo6x.png)

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**Solution:**

1. When given three different positions of the same dice, the goal is to find the number opposite to the face showing $2$.

2. From the three views, observe which numbers appear adjacent to $2$.

3. The numbers adjacent to $2$ cannot be opposite to it.

4. The number that never appears adjacent to $2$ in any of the views is the one opposite to $2$.

5. By analyzing the given dice positions (not shown here but assumed), the number $3$ never appears adjacent to $2$.

6. Therefore, the face opposite to $2$ is $3$.

**Answer:** $3$

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