Simplifying Expressions Worksheets suitable for Grades 6–8 help students combine like terms, work with brackets, and write algebraic expressions in their simplest form.
Students practice simplifying algebraic expressions step by step while developing confidence with core algebra skills.
Perfect for homework, revision, and classroom use.
✔ Used by teachers and students
✔ Step-by-step practice
✔ Printable & classroom-friendly
Ideal for students building confidence with algebraic expressions.
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This worksheet provides structured practice for simplifying algebraic expressions by combining like terms and applying algebra skills.
Print the worksheet and use the answer sheet to check your work.
Free Simplifying Expressions Worksheet — part of our algebra practice collection.
What Does It Mean By Simplifying Expressions?
Simplifying expressions means rewriting an algebraic expression in a shorter and clearer form without changing its value.
Example:
3x + 5x
can be simplified to
8x
because the like terms can be combined.
Example:
4a + 2 − a
can be simplified to
3a + 2
because the like terms are collected together.
Students simplify expressions by collecting like terms and applying algebra rules correctly.
Why Are Simplifying Expressions Important?
Understanding simplifying expressions helps students:
- Combine like terms correctly
- Reduce calculation errors
- Prepare for solving equations
- Build algebra confidence
Simplifying expressions is a fundamental skill used throughout algebra.
How To Simplify Expressions
Use these steps:
Step 1: Identify any like terms.
Example: 3x + 5x
Step 2: Collect the like terms.
3x + 5x = 8x
Step 3: Write the expression in its simplest form.
Example:
2a + 7 − a
= a + 7
Students simplify expressions by collecting like terms and keeping unlike terms separate.
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