Looking for free content to use with your textbook? You’ve come to the right place!
Get Free Content to Use with SpringBoard Mathematics – Algebra 1
Khan Academy is a nonprofit with thousands of free videos, articles, and practice questions for just about every skill.
No ads, no subscriptions – just 100% free, forever.
| Lesson 1-1: Numeric and Graphic Representations of Data |
| Lesson 1-2: Writing Expressions |
| Lesson 2-1: Writing and Solving Equations |
| Lesson 2-2: Equations with Variables on Both Sides |
| Lesson 2-3: Solving More Complex Equations |
| Lesson 2-4: Equations with No Solution or Infinitely Many Solutions |
| Lesson 2-5: Solving Literal Equations for a Variable |
| Lesson 3-1: Inequalities and Their Solutions |
| Lesson 3-2: Solving Inequalities |
| Lesson 3-3: Compound Inequalities |
| Lesson 4-1: Absolute Value Equations |
| Lesson 4-2: Absolute Value Inequalities |
| Lesson 5-1: Relations and Functions |
| Lesson 5-2: Domain and Range |
| Lesson 5-3: Function Notation |
| Lesson 6-1: Key Features of Graphs |
| Lesson 6-2: More Complex Graphs |
| Lesson 6-3: Graphs of Real-World Situations |
| Lesson 7-1: The Spring Experiment |
| Lesson 7-2: The Falling Object Experiment |
| Lesson 7-3: The Radioactive Decay Experiment |
| Lesson 8-1: Exploring f(x) – k |
| Lesson 8-2: Exploring f(x + k) |
| Lesson 9-1: Slope |
| Lesson 9-2: Slope and Rate of Change |
| Lesson 9-3: More About Slopes |
| Lesson 10-1: Direct Variation |
| Lesson 10-2: Indirect Variation |
| Lesson 10-3: Another Linear Model |
| Lesson 10-4: Inverse Functions |
| Lesson 11-1: Identifying Arithmetic Sequences |
| Lesson 11-2: A Formula for Arithmetic Sequences |
| Lesson 11-3: Arithmetic Sequences as Functions |
| Lesson 11-4: Recursive Formulas |
| Lesson 12-1: Slope-Intercept Form |
| Lesson 12-2: Point-Slope Form |
| Lesson 12-3: Standard Form |
| Lesson 12-4: Slopes of Parallel and Perpendicular Lines |
| Lesson 13-1: Scatter Plots and Trend Lines |
| Lesson 13-2: Linear Regression |
| Lesson 13-3: Quadratic and Exponential Regressions |
| Lesson 14-1: Function Notation and Rate of Change |
| Lesson 14-2: Writing Functions and Finding Domain and Range |
| Lesson 14-3: Evaluating Functions and Graphing Piecewise-Defined Linear Functions |
| Lesson 14-4: Comparing Functions |
| Lesson 15-1: Writing Equations from Graphs and Tables |
| Lesson 15-2: Comparing Functions with Inequalities |
| Lesson 15-3: Writing Equations from Verbal Descriptions |
| Lesson 16-1: Writing and Graphing Inequalities in Two Variables |
| Lesson 16-2: Graphing Inequalities in Two Variables |
| Lesson 17-1: The Graphing Method |
| Lesson 17-2: Using Tables and the Substitution Method |
| Lesson 17-3: The Elimination Method |
| Lesson 17-4: Systems Without a Unique Solution |
| Lesson 17-5: Classifying Systems of Equations |
| Lesson 18-1: Representing the Solution of a System of Inequalities |
| Lesson 18-2: Interpreting the Solution of a System of Inequalities |
| Lesson 19-1: Basic Exponent Properties |
| Lesson 19-2: Negative and Zero Powers |
| Lesson 19-3: Additional Properties of Exponents |
| Lesson 20-1: Radical Expressions |
| Lesson 20-2: Adding and Subtracting Radical Expressions |
| Lesson 20-3: Multiplying and Dividing Radical Expressions |
| Lesson 21-1: Identifying Geometric Sequences |
| Lesson 21-2: Formulas for Geometric Sequences |
| Lesson 22-1: Exponential Functions and Exponential Growth |
| Lesson 22-2: Exponential Decay |
| Lesson 22-3: Graphs of Exponential Functions |
| Lesson 23-1: Compound Interest |
| Lesson 23-2: Population Growth |
| Lesson 24-1: Polynomial Terminology |
| Lesson 24-2: Adding Polynomials |
| Lesson 24-3: Subtracting Polynomials |
| Lesson 25-1: Multiplying Binomials |
| Lesson 25-2: Special Products of Binomials |
| Lesson 25-3: Multiplying Polynomials |
| Lesson 26-1: Factoring by Greatest Common Factor (GCF) |
| Lesson 26-2: Factoring Special Products |
| Lesson 27-1: Factoring x2 + bx + c |
| Lesson 27-2: Factoring ax2 + bx + c |
| Lesson 28-1: Simplifying Rational Expressions |
| Lesson 28-2: Dividing Polynomials |
| Lesson 28-3: Multiplying and Dividing Rational Expressions |
| Lesson 28-4: Adding and Subtracting Rational Expressions |
| Lesson 29-1: Modeling with a Quadratic Function |
| Lesson 29-2: Graphing and Analyzing a Quadratic Function |
| Lesson 30-1: Translations of the Quadratic Parent Function |
| Lesson 30-2: Stretching and Shrinking the Quadratic Parent Function |
| Lesson 30-3: Multiple Transformations of the Quadratic Parent Function |
| Lesson 31-1: Solving by Graphing or Factoring |
| Lesson 31-2: The Axis of Symmetry and the Vertex |
| Lesson 31-3: Graphing a Quadratic Function |
| Lesson 32-1: The Square Root Method |
| Lesson 32-2: Completing the Square |
| Lesson 32-3: The Quadratic Formula |
| Lesson 32-4: Choosing a Method and Using the Discriminant |
| Lesson 32-5: Complex Solutions |
| Lesson 33-1: Fitting Data with a Quadratic Function |
| Lesson 33-2: Interpreting Solutions of Quadratic Equations |
| Lesson 34-1: Constructing Models |
| Lesson 34-2: Comparing Models |
| Lesson 34-3: Extending Models |
| Lesson 35-1: Solving a System Graphically |
| Lesson 35-2: Solving a System Algebraically |
| Lesson 36-1: Mean, Median, Mode, and MAD |
| Lesson 36-2: Another Measure of Variability |
| Lesson 37-1: Dot Plots and Box Plots |
| Lesson 37-2: Modified Box Plots |
| Lesson 37-3: Normally Distributed |
| Lesson 38-1: Scatter Plots |
| Lesson 38-2: Correlation Coefficient |
| Lesson 39-1: Line of Best Fit |
| Lesson 39-2: Residuals |
| Lesson 39-3: Interpreting the Slope and Intercept of the Best-Fit Line |
| Lesson 39-4: Plotting Residuals |
| Lesson 40-1: Bivariate Categorical Data |
| Lesson 40-2: Presenting Relative Frequency Data Graphically |