Algebra Worksheets

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▶️ Commutative property of Multiplication (A)

▶️ Commutative property of Multiplication (B)

▶️ Associative property of Multiplication (A)

▶️ Associative property of Multiplication (B)

▶️ Practice with the Distributive Property (Algebra) (A)

▶️ Practice with the Distributive Property (Algebra) (B)

▶️ Practice with the Distributive Property (Algebra) (C)

▶️ Practice with Absolute Values (A)

▶️ Practice with Absolute Values (B)

▶️ Practice: Order of Operations with Exponents (A)

▶️ Practice: Order of Operations with Exponents (B)

▶️ Practice: Order of Operations with Exponents (C)

▶️ Practice: Order of Operations with Nested Parenthesis (A)

▶️ Practice: Order of Operations with Nested Parenthesis (B)

▶️ Practice: Order of Operations with Nested Parenthesis (C)

▶️ Extra practice (order of operations up to 6 terms) (A)

▶️ Extra practice (order of operations up to 6 terms) (B)

▶️ Extra practice (order of operations up to 6 terms) (C)

▶️ Extended Practice: Order of Operations

▶️ Finding percent increase/decrease (A)

▶️ Finding percent increase/decrease (B)

▶️ Solving simple proportions (A)

▶️ Solving simple proportions (B)

▶️ Solving simple proportions (C)

▶️ Simplifying ratios (A)

▶️ Simplifying ratios (B)

▶️ Similar Triangles (A)

▶️ Similar Triangles (B)

▶️ Factoring numbers (up to 100) (A)

▶️ Factoring numbers (up to 100) (B)

▶️ Factoring numbers (up to 100) (C)

▶️ Finding Greatest Common Factor (GCF) (A)

▶️ Finding Greatest Common Factor (GCF) (B)

▶️ Finding Least Common Multiple (LCM) (A)

▶️ Finding Least Common Multiple (LCM) (B)

▶️ Extended Practice: Finding GCF and LCM

▶️ Plotting Points (All Quadrants) (A)

▶️ Plotting Points (All Quadrants) (B)

▶️ Reading Points (All Quadrants) (A)

▶️ Reading Points (All Quadrants) (B)

▶️ Translations on the coordinate plane (A)

▶️ Translations on the coordinate plane (B)

▶️ Rotations on the coordinate plane (A)

▶️ Rotations on the coordinate plane (B)

▶️ Reflections on the coordinate plane (A)

▶️ Reflections on the coordinate plane (B)

▶️ Dilations on the coordinate plane (A)

▶️ Dilations on the coordinate plane (B)





▶️ Translating variable expressions into words (A)

▶️ Translating variable expressions into words (B)

▶️ Translating variable equations into words (A)

▶️ Translating variable equations into words (B)

▶️ Writing algebraic expressions (one step) (A)

▶️ Writing algebraic expressions (one step) (B)

▶️ Writing algebraic expressions (one step) (C)

▶️ Writing algebraic expressions (one or two step) (A)

▶️ Writing algebraic expressions (one or two step) (B)

▶️ Writing algebraic expressions (one or two step) (C)

▶️ Evaluating expressions (add/subtract) (one variable) (A)

▶️ Evaluating expressions (add/subtract) (one variable) (B)

▶️ Evaluating expressions (multiply/divide) (one variable) (A)

▶️ Evaluating expressions (multiply/divide) (one variable) (B)

▶️ Evaluating expressions (4 operations) (one variable) (A)

▶️ Evaluating expressions (4 operations) (one variable) (B)

▶️ Evaluating expressions (w/ exponents) (one variable) (A)

▶️ Evaluating expressions (w/ exponents) (one variable) (B)

▶️ Evaluating expressions (add/subtract) (two variables) (A)

▶️ Evaluating expressions (add/subtract) (two variables) (B)

▶️ Evaluating expressions (multiply/divide) (two variables) (A)

▶️ Evaluating expressions (multiply/divide) (two variables) (B)

▶️ Evaluating expressions (4 operations) (two variables) (A)

▶️ Evaluating expressions (4 operations) (two variables) (B)

▶️ Evaluating expressions (w/ exponents) (two variables) (A)

▶️ Evaluating expressions (w/ exponents) (two variables) (B)

▶️ Simplifying expressions (combine like terms) (A)

▶️ Simplifying expressions (combine like terms) (B)

▶️ Simplifying expressions (combine like terms) (C)

▶️ Extra Practice: Combining Like Terms (A)

▶️ Extra Practice: Combining Like Terms (B)

▶️ Solving one-step algebraic equations (add/subtract) (A)

▶️ Solving one-step algebraic equations (add/subtract) (B)

▶️ Solving one-step algebraic equations (multiply/divide) (A)

▶️ Solving one-step algebraic equations (multiply/divide) (B)

▶️ Solving one-step algebraic equations (4 operations) (A)

▶️ Solving one-step algebraic equations (4 operations) (B)

▶️ Solving one-step algebraic equations (4 operations) (C)

▶️ Extended Practice: Solving One-Step Equations (A)

▶️ Extended Practice: Solving One-Step Equations (B)

▶️ Solving two-step algebraic equations (A)

▶️ Solving two-step algebraic equations (B)

▶️ Solving two-step algebraic equations (C)

▶️ Solving Two-Step Equations Extended Practice (A)

▶️ Solving Two-Step Equations Extended Practice (B)

▶️ Solving 2-sided algebraic equations (A)

▶️ Solving 2-sided algebraic equations (B)

▶️ Solving 2-sided algebraic equations (C)

▶️ Solving Multi-Step Equations Extended Practice (Beginner)

▶️ Solving Multi-Step Equations Extended Practice (Intermediate)

▶️ Solving Multi-Step Equations Extended Practice (Advanced)

▶️ Completing two variable equation tables (A)

▶️ Completing two variable equation tables (B)

▶️ Completing two variable equation tables (C)

▶️ Writing equations using tables (A)

▶️ Writing equations using tables (B)

▶️ Writing equations using tables (C)

▶️ Solving multi-step equations (A)

▶️ Solving multi-step equations (B)

▶️ Solving multi-step equations (C)

▶️ Solving absolute value equations (A)

▶️ Solving absolute value equations (B)

▶️ Parallel Lines Cut by a Transversal: Classifying (A)

▶️ Parallel Lines Cut by a Transversal: Classifying (B)

▶️ Parallel Lines Cut by a Transversal: True or False? (A)

▶️ Parallel Lines Cut by a Transversal: True or False? (B)

▶️ Parallel Lines Cut by a Transversal: 1 Missing Angle (A)

▶️ Parallel Lines Cut by a Transversal: 1 Missing Angle (B)

▶️ Parallel Lines Cut by a Transversal: 2 Missing Angles (A)

▶️ Parallel Lines Cut by a Transversal: 2 Missing Angles (B)

▶️ Parallel Lines Cut by a Transversal: Algebraic (A)

▶️ Parallel Lines Cut by a Transversal: Algebraic (B)








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