Real-time multiplayer

Make Family Math Time a Fast-Paced Subtraction Challenge

Bring parents and kids together with quick multiplayer subtraction rounds everyone can join and enjoy.

MathIt makes subtraction practice feel like a family game night instead of homework. Parents and children can jump into the same real-time match, solve subtraction problems side by side, and enjoy friendly competition that fits different ages and skill levels. With short rounds and simple room codes, it’s an easy way to turn everyday family time into meaningful math practice.

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

Fair Scoring System

First correct answer earns 2 points, second earns 1 point. Speed and accuracy both matter.

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 languages does MathIt support?

MathIt is available in 20 languages including English, Spanish, French, German, Italian, Portuguese, Russian, Japanese, Korean, Chinese, Arabic, Hindi, Turkish, Polish, Dutch, Swedish, Danish, Norwegian, Finnish, and Ukrainian.

How many players can play MathIt?

MathIt supports 2 to 5 players in real-time multiplayer math battles. Create a room, share the 6-character code with friends, and compete head-to-head.

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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