Algebra Worksheets


On this page you will find: a complete list of all of our math worksheets relating to algebra. Choose a specific addition topic below to view all of our worksheets in that content area. You will find addition lessons, worksheets, homework, and quizzes in each section.

Algebra Worksheets Listed Alphabetically:

  1. Absolute Value
  2. Absolute Value Equations
  3. Absolute Value Inequalities
  4. Absolute Value of Complex Numbers
  5. Add and Subtract Complex Numbers
  6. Add and Subtract Rational Fractions
  7. Addition and Subtraction of Algebraic Fractions
  8. Addition and Subtraction of Polynomials
  9. Addition in expressions
  10. Algebra Word Problems
  11. Algebraic Solutions to Linear Systems
  12. Algebraic Solutions to Simultaneous Equations
  13. Algebraic Translations
  14. Applied Problems for Inequalities
  15. Approximations of Irrational Numbers
  16. Basic Algebra
  17. Binary Operations
  18. Calculate Value
  19. Categorizing Data and Bias
  20. Central Tendency - Mean, Mode, Median
  21. Changing Standard Form to Scientific Notation & Changing Scientific Notation to Standard Form
  22. Classifying Numbers: Prime or Composite
  23. Closure Property
  24. Combinations
  25. Combining Like Terms
  26. Common Factors
  27. Conditional Statements and Converses
  28. Counting Principle
  29. Cyclic Nature of the Powers of i
  30. Definition of a Function
  31. Determine Value of Compound (Composite) Functions
  32. Direct Variation
  33. Divide Rational Fractions
  34. Divisibility
  35. Divisibility: Add the Missing Number
  36. Division of Polynomials by Monomials
  37. Draw the Line
  38. Equation of a Line
  39. Evaluate Expressions with Fractional Exponents
  40. Evaluating Variable Expressions
  41. Evaluating Expressions
  42. Evaluation of Expressions
  43. Exponential Growth and Decay
  44. Express as a Single Logarithm
  45. Factorial Notation
  46. Factoring Application
  47. Factoring the Difference of Two Perfect Squares
  48. Factoring Trinomials
  49. Find the Intercepts
  50. Function Tables
  51. Function Tables With Missing Parts
  52. Graphically Represent the Inverse of a Function
  53. Graphing Functions
  54. Graphing Inequalities
  55. Graphing Linear Systems
  56. Graphing Systems of Inequalities
  57. Graphing Parabolas
  58. Graphs and Equations of Lines
  59. Graphs of Circles
  60. Graphs of Linear Equations: Slope and Intercept
  61. Imaginary Unit
  62. Integer Word Problems
  63. Laws of Rational Exponents
  64. Like Terms
  65. Signed Numbers Word Problems
  66. Linear Systems: Write as a Linear Equation
  67. Linear Systems: Write as a Matrix
  68. Linear Quadratic Systems
  69. Logarithm Word Problems
  70. Multiplication and Division of Algebraic Fractions
  71. Multiplication in Expressions
  72. Multiplication of Rational Fractions
  73. Multiplication/Division with Scientific Notation
  74. Multiplying and Dividing Complex Numbers
  75. Multiplying Polynomials
  76. Number Line Expression
  77. Operations with Radicals
  78. Operations with Signed Numbers
  79. Order of Operations (2-Step Problems)
  80. Order of Operations (3-Step Problems)
  81. Order of Operations (4-Step Problems)
  82. Permutations
  83. Permutations Hard
  84. Polynomial Word Problems
  85. Power Word Problems
  86. Powers
  87. Properties of Numbers
  88. Properties of Real Numbers
  89. Properties of Real Numbers (Advanced)
  90. Radical Equations
  91. Rational and Irrational Numbers
  92. Review Practice with Factoring
  93. Rewrite the expression using Associative Property
  94. Rewrite the expression using Commutative Property
  95. Rewrite the expression using Distributive Property
  96. Sample Spaces
  97. Set Builder and Interval Notation
  98. Signed Numbers Word Problems
  99. Simplify Complex Fractions
  100. Simplify the Equations
  101. Simplifying the Expressions
  102. Simplify Square Roots with Negative Numbers
  103. Simplifying (or Reducing) Algebraic Fractions
  104. Simplifying Radicals
  105. Single & Compound Events
  106. Slope of a Line
  107. Slopes and Equations of Lines
  108. Solve for an Unknown
  109. Solving Exponential Equations (common base)
  110. Solving Exponential Equations (lacking a common base)
  111. Solving Equations Division Principle
  112. Solving Equations Practice
  113. Solving Factorable Quadratic Equations
  114. Solving Fractional Equations
  115. Solving Linear Inequalities
  116. Solving Multi-step Equations
  117. Solving Equations Subtraction Principle
  118. Solving Inequalities By Adding and Subtracting
  119. Solving Inequalities By Multiplying and Dividing
  120. Standard Form of Complex Numbers
  121. Systems of Linear Inequalities
  122. Variable Expressions
  123. Visual Expressions
  124. Undefined Algebraic Fractions
  125. Undefined Algebraic Fractions (Advanced)
  126. Writing Sentences As Equations
  127. Writing Two Step Equations


Algebra Worksheets Listed By Skill Development:

  1. Basic Algebra
  2. Powers
  3. Integer Word Problems
  4. Function Tables
  5. Function Tables With Missing Parts
  6. Writing Two Step Equations
  7. Standard Form of Complex Numbers
  8. Classifying Numbers: Prime or Composite
  9. Changing Standard Form to Scientific Notation & Changing Scientific Notation to Standard Form
  10. Divisibility
  11. Divisibility: Add the Missing Number
  12. Like Terms
  13. Combining Like Terms
  14. Absolute Value
  15. Simplifying Radicals
  16. Number Line Expression
  17. Properties of Numbers
  18. Properties of Real Numbers (Advanced)
  19. Addition in expressions
  20. Multiplication in Expressions
  21. Common Factors
  22. Order of Operations (2-Step Problems)
  23. Evaluation of Expressions
  24. Algebra Word Problems
  25. Rewrite the expression using Associative Property
  26. Rewrite the expression using Commutative Property
  27. Rewrite the expression using Distributive Property
  28. Combinations
  29. Simplify the Equations
  30. Simplifying the Expressions
  31. Variable Expressions
  32. Addition and Subtraction of Algebraic Fractions
  33. Addition and Subtraction of Polynomials
  34. Solving Equations Subtraction Principle
  35. Counting Principle
  36. Multiplication and Division of Algebraic Fractions
  37. Graphically Represent the Inverse of a Function
  38. Graphing Functions
  39. Graphing Inequalities
  40. Graphing Linear Systems
  41. Power Word Problems
  42. Add and Subtract Rational Fractions
  43. Graphing Systems of Inequalities
  44. Graphing Parabolas
  45. Operations with Signed Numbers
  46. Laws of Rational Exponents
  47. Add and Subtract Complex Numbers
  48. Graphs and Equations of Lines
  49. Solve for an Unknown
  50. Graphs of Circles
  51. Imaginary Unit
  52. Solving Exponential Equations (common base)
  53. Solving Exponential Equations (lacking a common base)
  54. Logarithm Word Problems
  55. Multiplication of Rational Fractions
  56. Factoring the Difference of Two Perfect Squares
  57. Graphs of Linear Equations: Slope and Intercept
  58. Operations with Radicals
  59. Visual Expressions
  60. Solving Factorable Quadratic Equations
  61. Evaluate Expressions with Fractional Exponents
  62. Solving Inequalities By Adding and Subtracting
  63. Solving Inequalities By Multiplying and Dividing
  64. Solving Fractional Equations
  65. Equation of a Line
  66. Multiplication/Division with Scientific Notation
  67. Solving Equations Division Principle
  68. Writing Sentences As Equation
  69. Divide Rational Fractions
  70. Solving Linear Inequalities
  71. Sample Spaces
  72. Closure Property
  73. Polynomial Word Problems
  74. Single & Compound Events
  75. Conditional Statements and Converses
  76. Evaluating Variable Expressions
  77. Order of Operations (3-Step Problems)
  78. Multiplying Polynomials
  79. Solving Multi-step Equations
  80. Division of Polynomials by Monomials
  81. Order of Operations (4-Step Problems)
  82. Solving Equations Practice
  83. Approximations of Irrational Numbers
  84. Permutations
  85. Rational and Irrational Numbers
  86. Set Builder and Interval Notation
  87. Binary Operations
  88. Central Tendency - Mean, Mode, Median
  89. Calculate Value
  90. Express as a Single Logarithm
  91. Simplify Square Roots with Negative Numbers
  92. Simplifying (or Reducing) Algebraic Fractions
  93. Simplify Complex Fractions
  94. Properties of Real Numbers
  95. Signed Numbers Word Problems
  96. Categorizing Data and Bias
  97. Absolute Value Equations
  98. Cyclic Nature of the Powers of i
  99. Definition of a Function
  100. Applied Problems for Inequalities
  101. Permutations
  102. Draw the Line
  103. Factorial Notation
  104. Absolute Value Inequalities
  105. Review Practice with Factoring
  106. Evaluating Expressions
  107. Express as a Single Logarithm
  108. Undefined Algebraic Fractions (Advanced)
  109. Factoring Application
  110. Factoring Trinomials
  111. Find the Intercepts
  112. Slope of a Line
  113. Slopes and Equations of Lines
  114. Radical Equations
  115. Undefined Algebraic Fractions
  116. Absolute Value of Complex Numbers
  117. Direct Variation
  118. Linear Quadratic Systems
  119. Systems of Linear Inequalities
  120. Determine Value of Compound (Composite) Functions
  121. Algebraic Solutions to Linear Systems
  122. Algebraic Solutions to Simultaneous Equations
  123. Algebraic Translations
  124. Graphing Functions


What is Algebra?


Mathematics is not limited to numbers and some signs building a relationship between them. One fundamental branch of mathematics utilizes letters, expressions and equations.

Algebra is one of the advanced mathematical concepts taught in higher grades. Algebra uses symbols, typically alphabets to identify and solve the problems. These letters are usually known as variables. These variables, when placed in a problem, determine, and signify an unknown value.

Roots of Algebra - The word algebra has its roots in the Arabic word ‘al-jabr’. The word itself is featured in the title of the book named as ‘Ilm al-jabr wal-mukabala (The Compendious Book on Calculation and Balancing). The book was written by Al-Khwarizmi, who later on became known as the father of algebra. Besides Al-Khwarizmi, Diophantus is known as the father of algebra because of it his notable contributions. Both the mathematicians built the fundamentals, rules of algebra, and algebraic notations.

Why do we need algebra? - Algebra is more than substituting values in an equation. It helps the student improve their critical thinking and problem-solving skill. Understanding the basic concepts of algebra helps in handling real-life problems. Most of the real-life scenarios are related to large expenses, profits and other lengthy problems. Having the knowledge and a firm grasp of solving algebraic equations help find out the missing factors and ease the solution of lengthy problems.