In a dice, each face is numbered as follows:
1) 2 is opposite to 6
2) 3 is opposite to 5
3) 4 is opposite to 1
Which of the following is definitely false?
A) 4 is not adjacent to 3 and 5
B) 4 is adjacent to 5
C) 4 is adjacent to 6
D) 4 is adjacent to 3
The problem describes the pairs of opposite faces on a standard six-sided die.
This means the pairs of opposite faces are (2, 6), (3, 5), and (1, 4).
A standard die has 6 faces. The faces adjacent to any given face are all the other faces except the one opposite to it.
For face 4, the opposite face is 1.
Therefore, the faces adjacent to face 4 are all the remaining faces: 2, 3, 5, and 6.
We need to find the statement that is definitely false. Let's examine each option:
The only statement that contradicts the established adjacency rules for face 4 is Option A.
A dice is numbered from 1 to 6. Based on the three images of dice, find out which of the following numbers comes in the place of C.

In a dice, each face is numbered as follows:
1) 4 is opposite to 2
2) 5 is opposite to 3
3) 1 is opposite to 6
Which of the following is definitely false?
A) 1 is not adjacent to 5 and 3
B) 4 is adjacent to 3
C) 4 is adjacent to 5
D) 2 is adjacent to 1
The dice contains A, B, C, D, E, F on the six faces. Which alphabet is opposite to E?
