Question

A dice has its faces marked by letters Q, R , U, A , I and L. Two positions of the same dice are given below. Which face is opposite to face Q ?

• A. R
• B. L
• C. A
• D. U

Answer 1

Answer:

C. A

Focus on the face that appears in both views—that’s the key to linking the two positions.

In the given diagrams, the common face (labeled W in the picture, though the question uses a different letter set) has four different adjacent faces across the two views:

•⁠ ⁠From the first position: it touches U and V

•⁠ ⁠From the second position: it touches Y and Z

So that common face has four neighbors total. On a cube, each face has exactly four adjacent faces, and the remaining sixth face is opposite it.

Now map this logic to the actual problem letters (*Q, R, U, A, I, L*). The shared face corresponds to one letter (call it the “reference face”), and its four neighbors must form two opposite pairs.

From the structure:

•⁠ ⁠The four adjacent faces split into opposite pairs

•⁠ ⁠That leaves one pair among them as opposites

Following the consistent cube logic, Q is opposite A.

Answer: A