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Dice — Questions and Answers

Dice questions test spatial reasoning about a cube whose faces carry numbers or symbols. Two rules resolve most of them: on a standard die opposite faces sum to seven, and two faces seen together in any single view can never be opposite each other. For multi-view problems, find the face common to both views and rotate around it.

10 solved questionsVerbal ReasoningFree · no signup

Dice— Concepts, Formulas & Shortcuts

  • On a standard die, opposite faces sum to 7: 1–6, 2–5, 3–4.
  • Any two faces visible in the same view are adjacent, never opposite.
  • If a face appears in two different views, use it as the pivot to deduce the rest.
  • A cube has 6 faces; each face is adjacent to 4 others and opposite to exactly 1.
  • Two dice are identical if one can be rotated to look like the other.
  • When two views share two common faces, the remaining faces are opposite each other.

Dice Practice Questions with Answers

Attempt each question first, then open the explanation. All 10 questions below are free to read and require no signup.

  1. Q1.On a standard die, which number is opposite 1?

    Easy
    • A2
    • B4
    • C5
    • D6
    +Show Answer & Explanation

    Answer: D. 6

    Explanation: Opposite faces sum to 7, so 1 faces 6.

    Dice question 1 of 10
  2. Q2.On a standard die, which number is opposite 3?

    Easy
    • A2
    • B4
    • C5
    • D6
    +Show Answer & Explanation

    Answer: B. 4

    Explanation: Opposite faces of a standard die sum to 7, so 7 − 3 = 4.

    Dice question 2 of 10
  3. Q3.If 2 and 5 appear on adjacent faces of a die, that die is:

    Moderate
    • AStandard
    • BNon-standard
    • CImpossible
    • DLoaded
    +Show Answer & Explanation

    Answer: B. Non-standard

    Explanation: On a standard die 2 and 5 are opposite, so seeing them adjacent means it is not standard.

    Dice question 3 of 10
  4. Q4.A cube has how many faces adjacent to any given face?

    Easy
    • A3
    • B4
    • C5
    • D6
    +Show Answer & Explanation

    Answer: B. 4

    Explanation: Each face touches four others and is opposite exactly one.

    Dice question 4 of 10
  5. Q5.On a standard die, the sum of the numbers on all six faces is:

    Easy
    • A18
    • B20
    • C21
    • D24
    +Show Answer & Explanation

    Answer: C. 21

    Explanation: 1 + 2 + 3 + 4 + 5 + 6 = 21.

    Dice question 5 of 10
  6. Q6.If a die shows 1, 2 and 3 in one view, which face cannot be opposite 2?

    Moderate
    • A1
    • B4
    • C5
    • D6
    +Show Answer & Explanation

    Answer: A. 1

    Explanation: Faces seen together are adjacent, so 1 and 3 are adjacent to 2 and cannot be opposite it.

    Dice question 6 of 10
  7. Q7.On a standard die, the sum of the numbers on any two opposite faces is:

    Easy
    • A5
    • B6
    • C7
    • D8
    +Show Answer & Explanation

    Answer: C. 7

    Explanation: This is the defining property of a standard die.

    Dice question 7 of 10
  8. Q8.Two views of a die show faces 1, 2, 3 and 1, 3, 5. Which face is opposite 2?

    Difficult
    • A1
    • B3
    • C5
    • D6
    +Show Answer & Explanation

    Answer: C. 5

    Explanation: 1 and 3 appear in both views, so they are adjacent to both 2 and 5 — leaving 2 and 5 opposite each other.

    Dice question 8 of 10
  9. Q9.How many edges does a cube have?

    Easy
    • A8
    • B10
    • C12
    • D16
    +Show Answer & Explanation

    Answer: C. 12

    Explanation: A cube has 12 edges, 6 faces and 8 vertices.

    Dice question 9 of 10
  10. Q10.If the face showing 4 is on top of a standard die, which number is at the bottom?

    Easy
    • A1
    • B2
    • C3
    • D5
    +Show Answer & Explanation

    Answer: C. 3

    Explanation: Opposite faces sum to 7, so the face below 4 is 7 − 4 = 3.

    Dice question 10 of 10

Dice — Frequently Asked Questions

What is the standard-die rule?+

Opposite faces always sum to seven, so 1 faces 6, 2 faces 5 and 3 faces 4. If a question says "a standard die", this rule alone answers most variants.

How do I use two different views of the same die?+

Find a number appearing in both views and treat it as fixed. The other faces have rotated around it, which lets you pair up the remaining faces.

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