Archived App (Last seen on 1 May 2026)
This is an archived listing of the app previously available on the App Store.
Explore algebraic concepts with virtual manipulatives. This app provides interactive tiles for hands-on learning of various math topics, from basic integer operations to polynomial factoring and solving equations. It offers intuitive tools for manipulation and annotation.
4.1.0
March 28, 2020
- Option to simplify colors to just red and blue - Option to toggle tile labels on/off - Inequalities support in equations mode - Button to make zero pairs from a group selection - Factor hints toggle for factor track mode - Button to delete a selected group - Annotation improvements - Improvements to quick add
MoreThis app provides virtual algebra tiles for hands-on exploration of various algebraic concepts. It allows users to visually model and manipulate mathematical expressions and equations, aiding in understanding topics like integer operations, polynomials, and solving equations.
Key features include a variety of tile types (unit, x, x², y, y², xy), intuitive tools for adding, dragging, rotating, copying, and removing tiles, snapping for easy alignment, and the ability to cancel opposite pairs. It also offers dedicated workspaces for equations and factors, along with pen tools for annotations.
Yes, this application is available for free. There are no in-app purchases or advertisements mentioned, indicating a completely free experience for users.
The app supports a wide range of math topics, including adding and subtracting integers, multiplying and dividing integers, modeling and simplifying expressions, substitution, solving equations, solving systems of equations, adding and subtracting polynomials, multiplying and dividing polynomials, factoring trinomials, and completing the square.
This app is ideal for students learning algebra and related mathematical concepts, as well as educators who want to provide interactive and visual learning tools. It can help users of all levels gain a deeper understanding of abstract algebraic principles through practical manipulation.
