Algebra

Algebra Tiles actively involve students in exploring fundamental algebraic concepts such as polynomial addition and subtraction, trinomial factoring, the Zero Principle, and solving equations of the first and second degree. These manipulatives include a set of small squares, rectangles, and large squares that visually represent constants, variables, and squared variables. Each piece features two contrasting colors to indicate both positive and negative quantities. The tiles symbolize the values of 1, x, and x², along with their respective opposites.

By using Algebra Tiles as tangible representations, students can better grasp the structure of algebraic thinking and develop a concrete understanding of variables. They are useful for combining like terms, employing area models to illustrate the multiplication and factoring of polynomials, and working through both linear and quadratic equations. These tools also support students in adding and subtracting integers, simplifying expressions, multiplying binomials, factoring trinomials, and much more.