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Algebra Tiles•
Introducing Algebra•
Simplification

Introducing Algebra Tiles WORKSHEET

Suitable for Year groups: Year 7
GCSE Tier: Foundation
Targeting grades: 1-3
Prerequisite knowledge: Use and interpret algebraic notation. Simplify and manipulate algebraic expressions to maintain equivalence by collecting like terms.
Learning Objective: Use and interpret algebraic notation. Simplify and manipulate algebraic expressions to maintain equivalence by collecting like terms.

Introducing Algebra Tiles WORKSHEET DESCRIPTION

Algebra tiles provide a tangible way to represent abstract algebraic concepts. This hands-on approach helps students visualise and understand operations involving variables and constants. Set your students up for further algebraic manipulation by first introducing them to algebra tiles, in particular collecting like terms.

Learners are introduced to the tiles and are then asked to match five expressions with the correct representation.

Then, in section B, pupils will draw algebra tiles to match 9 expressions.

Section C concludes the worksheet by asking students to write down nine expressions represented by more drawings of algebra tiles.

Tiles used are: x^2, - x^2, x, -x, 1 and -1.

All worksheets are created by the team of experienced teachers at Cazoom Maths.

Introducing Algebra Tiles Worksheet Suitable for Students in Year 7

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Solving Two Step Equations with Algebra Tiles

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Collecting Like Terms - Using Algebra Tiles

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Expanding Single Brackets - Using the Grid Method

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Frequently Asked Questions

This worksheet is designed for Year 7 students who are beginning their journey with algebraic concepts. The hands-on nature of algebra tiles makes abstract ideas more accessible for learners at this stage. It's particularly effective as an introduction before moving on to more complex algebraic manipulation.