
About
Engage in a turn-based RPG where algebra is your weapon against mathematical equations. Solve problems to attack, defend, and level up your character across five distinct zones. Experience an epic adventure that makes learning math exciting and challenging.
What's New in Algebros
1.0
April 30, 2026
User reviews
FAQ
What kind of math does Algebros cover?
Algebros covers 4th grade math through early algebra, including addition, subtraction, multiplication, division, fractions, variables, and linear equations. The game aims to make learning these concepts engaging through its RPG mechanics.
How does combat work in Algebros?
In Algebros, each attack requires you to correctly solve a math question. Successfully answering deals damage, while hesitation or incorrect answers give the enemy an advantage. Speed bonuses reward quick thinking.
Can I play Algebros offline?
The provided data does not specify if Algebros supports offline play. However, its nature as an RPG with potentially online leaderboards or updates suggests it may require an internet connection for full functionality.
What devices is Algebros available on?
Algebros is supported on iPhone and iPad devices. It is designed to run on Apple's mobile operating system.
What is the age rating for Algebros?
Algebros has an age rating of 4+. This indicates it is suitable for children aged four and older, with content generally considered appropriate for this age group.
How often is Algebros updated?
Algebros was last updated on April 30, 2026, with version 1.0. As this is the initial release date, future update frequency is not yet established but typically developers release updates to fix bugs and add content.
Does Algebros have ads?
Yes, Algebros contains advertisements. The app is free to download and play, with revenue generated through ads.
What do users like about Algebros?
Based on its rating of 5.0 stars from 2 ratings, users likely appreciate the innovative approach to math education, the engaging RPG gameplay, and the fun integration of algebra into combat. The unique concept of battling equations is a strong positive.


