Skip to main content

Dice Roller

Roll virtual dice with customizable number of dice and sides. Shows individual rolls, sum, average, and statistics.

Advertisement

How many dice to roll (1-100).

Number of sides on each die.

AI Assistant

Beta

Ask questions about your calculation results

I can help you understand your results and explore your options. Try asking:

3 free questions per session

AI provides general information, not financial advice. Always consult a qualified professional.

About This Calculator

Virtual dice rolling provides truly random results for tabletop RPGs, board games, probability exercises, and decision-making. This tool simulates rolls of standard polyhedral dice including d4, d6, d8, d10, d12, and d20, with support for rolling multiple dice simultaneously. It tracks roll history and calculates totals, making it faster and more versatile than physical dice.

Quick Tips

  • 1 Two six-sided dice produce 7 most frequently with a probability of 16.67%.
  • 2 Use 4d6-drop-lowest for D&D ability scores to skew results above average.
  • 3 The average roll of any die is (max + 1) / 2, so a d20 averages 10.5.

Example Calculation

Scenario

Roll 4d6 drop lowest for D&D ability score.

Result

Rolls: 6, 4, 3, 5 | Drop lowest (3) | Ability score: 15 | Range: 3 to 18

Types of Dice

Standard dice (d6) have 6 sides numbered 1-6. Polyhedral dice used in tabletop RPGs include d4 (tetrahedron), d8 (octahedron), d10 (pentagonal trapezohedron), d12 (dodecahedron), d20 (icosahedron), and d100 (percentile).

Dice Probability Basics

Each face on a fair die has an equal probability. For a d6, each face has a 1/6 (16.7%) chance. When rolling multiple dice, the probability distribution forms a bell curve centered on the average roll. Two d6 most commonly sum to 7.

Dice in Tabletop Gaming

Tabletop RPGs like Dungeons and Dragons use notation like 2d6+3 (roll two six-sided dice and add 3). Different dice serve different purposes: d20 for attack rolls and skill checks, d6 and d8 for damage, d100 for percentile rolls.

Expected Values and Statistics

The expected (average) value of a single die is (sides + 1) / 2. For a d6, the average is 3.5. For multiple dice, multiply by the number of dice. The minimum roll is the number of dice, and the maximum is dice times sides.

Frequently Asked Questions