Real-time multiplayer

Fast Division Fact Battles Built for 12-Year-Olds

Help 12-year-olds master division facts faster through live multiplayer rounds that reward quick thinking and accurate answers.

MathIt makes division fact practice feel exciting for 12-year-olds who are ready for more than basic drills. In live 30-second multiplayer rounds, players race to solve division problems quickly, building recall, accuracy, and confidence under pressure. It’s a fun way for preteens to sharpen mental math skills while competing with friends in a safe, kid-friendly game.

2-5 players • 30-second rounds • 3 difficulty levels • 20 languages

How It Works

Three steps to math glory

1

Create Room

Pick a difficulty and create a private room

2

Share Code

Send the room code or QR to your friends

3

Compete!

Solve equations fastest to claim victory

Features

Everything you need for the ultimate math showdown

Safe for Kids

No chat, no social features, kid-friendly design. PRO users enjoy an ad-free experience.

Real-Time Multiplayer

Compete with 2-5 players simultaneously in real-time math battles. Every millisecond counts!

3 Difficulty Levels

Easy, Medium, and Hard modes — from basic addition to mixed operations with multiplication and division.

Ready to Battle?

Free to play. Available now on iOS and Android.

Optional ad-free subscription: $0.99/mo or $5.99/yr

Frequently Asked Questions

What difficulty levels does MathIt offer?

MathIt has 3 built-in difficulty levels: Easy (two-digit addition & subtraction), Medium (larger numbers), and Hard (multiplication, division, mixed operations). PRO users can create custom games.

How do I start playing MathIt?

Download MathIt free on iOS or Android. Create a room, choose a difficulty, and share the 6-character room code with friends. When everyone joins, the host starts the game!

How does scoring work in MathIt?

The first player to answer correctly earns 2 points, the second correct answer earns 1 point. Speed matters — every millisecond counts! Games last 30 seconds with equations advancing every 10 seconds.

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