Question

In a dice a, b, c and d are written on the adjacent faces, in a clockwise order and e and f at the top and bottom. When c is at the top, what will be at the bottom?

• A. a
• B. b
• C. d
• D. e
• E. f

Answer 1

The Correct Option is A

Concept: This is a
dice reasoning problem involving:

• Adjacent faces arrangement
• Clockwise ordering
• Opposite faces determination

Step 1: Understand given arrangement.

• Faces \(a, b, c, d\) are
  adjacent in clockwise order
• Faces \(e\) and \(f\) are
  top and bottom (opposite to each other)

Step 2: Arrange adjacent faces.
Clockwise order: \[ a \rightarrow b \rightarrow c \rightarrow d \] Thus, opposite pairs among these are: \[ a \leftrightarrow c, \quad b \leftrightarrow d \]
Step 3: Find opposite of \(c\).
From above: \[ c \text{ is opposite to } a \]
Step 4: Option analysis.

• (A) a: Opposite to c \checkmark
• (B) b: Adjacent to c $\times$
• (C) d: Adjacent to c $\times$
• (D) e: Top/bottom pair $\times$
• (E) f: Top/bottom pair $\times$

Conclusion:
Thus, the correct answer is
Option (A).