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3. Scope and Sequence
- Lesson 1: Human Box Plot
- Lesson 2: Human Dot Plot
- Lesson 3: Which One?
- Lesson 4: The Shape of Data Distributions
- Lesson 5: Watch Your Calculations
- Lesson 6: Ghost Lesson 6
- Lesson 7: Ghost Lesson 7
- Lesson 8: Ghost Lesson 8
- Lesson 9: Using Technology for Statistics
- Lesson 10: Measures of Center
- Lesson 11: Decisions, Decisions
- Lesson 12: Variability
- Lesson 13: Standard Deviation in Real-World Contexts
- Lesson 14: Outliers and Means
- Lesson 15: Where Are We Eating?
- Lesson 16: Compare and Contrast
- Lesson 1: Expressing Mathematics
- Lesson 2: Words and Symbols
- Lesson 3: Setting the Table
- Lesson 4: Solutions in Context
- Lesson 5: Graphs, Tables, and Equations
- Lesson 6: Equality Diagrams
- Lesson 7: Why Is That Okay?
- Lesson 8: Reasoning about Equations
- Lesson 9: Same Situation, Different Symbols
- Lesson 10: Equations and Relationships
- Lesson 11: Slopes and Intercepts
- Lesson 12: Connecting Situations and Graphs
- Lesson 13: Making New, True Equations
- Lesson 14: Making More New, True Equations
- Lesson 15: Off the Line
- Lesson 16: Elimination
- Lesson 17: Number of Solutions in One-Variable Equations
- Lesson 18: Putting the Pieces Together
- Lesson 19: Graphic Design
- Lesson 1: Human Frequency Table
- Lesson 2: Talking Percents
- Lesson 3: Associations and Relative Frequency Tables
- Lesson 4: Interpret This, Interpret That
- Lesson 5: Goodness of Fit
- Lesson 6: Actual Data vs. Predicted Data
- Lesson 7: Confident Models
- Lesson 8: Correlations
- Lesson 9: What’s the Correlation?
- Lesson 10: Putting It All Together
- Lesson 1: Inequalities in Context
- Lesson 2: Queuing on the Number Line
- Lesson 3: Interpreting Inequalities
- Lesson 4: From One- to Two-Variable Inequalities
- Lesson 5: Situations with Constraints
- Lesson 6: Modeling Constraints
- Lesson 7: Reasoning with Graphs of Inequalities
- Lesson 8: Representing Systems of Inequalities
- Lesson 9: Testing Points to Solve Inequalities
- Lesson 1: Describing Graphs
- Lesson 2: Understanding Points in Situations
- Lesson 3: Using Function Notation
- Lesson 4: Interpreting Functions
- Lesson 5: Function Representations
- Lesson 6: Finding Interesting Points on a Graph
- Lesson 7: Slopes of Segments
- Lesson 8: Interpreting and Drawing Graphs for Situations
- Lesson 9: Increasing and Decreasing Functions
- Lesson 10: Interpreting Inputs and Outputs
- Lesson 11: Examining Domains and Ranges
- Lesson 12: Functions with Multiple Parts
- Lesson 13: Number Line Distances
- Lesson 14: Absolute Value Meaning
- Lesson 15: Finding Input Values and Function Values
- Lesson 16: Rewriting Equations for Perspectives
- Lesson 17: Interpreting Function Parts in Situations
- Lesson 18: Modeling Price Information
- Lesson 1: Reviewing Exponents
- Lesson 2: Growth Patterns
- Lesson 3: Properties of Exponents
- Lesson 4: Connections between Representations
- Lesson 5: Working with Fractions
- Lesson 6: Find That Factor
- Lesson 7: Negative Exponents
- Lesson 8: Representing Functions
- Lesson 9: Interpreting Functions
- Lesson 10: Rate of Change
- Lesson 11: Skills for Modeling with Mathematics
- Lesson 12: Connections between Graphs and Equations
- Lesson 13: Representations of Exponential Functions
- Lesson 14: Percentage Increase and Decrease
- Lesson 15: Changing the Score
- Lesson 16: Over and Over
- Lesson 17: Annually, Quarterly, or Monthly?
- Lesson 18: Bases and Exponents
- Lesson 19: Adjusting Windows
- Lesson 20: Evaluating Functions over Equal Intervals
- Lesson 21: Skills for Mathematical Modeling
- Lesson 1: Accessing Areas and Pondering Perimeters
- Lesson 2: Describing Patterns
- Lesson 3: Lots of Rectangles
- Lesson 4: Evaluating Quadratic and Exponential Functions
- Lesson 5: Distance to and Distance From
- Lesson 6: Graphs of Situations That Change
- Lesson 7: Accurate Representations
- Lesson 8: Areas and Equivalent Expressions
- Lesson 9: Working with Signed Numbers
- Lesson 10: Relating Linear Equations and Their Graphs
- Lesson 11: Zeros of Functions and Intercepts of Graphs
- Lesson 12: Changing the Equation
- Lesson 13: Ghost Lesson 13
- Lesson 14: Interpreting Representations
- Lesson 15: Preparing for Vertex Form
- Lesson 16: Graphing from the Vertex Form
- Lesson 17: Parameters and Graphs
- Lesson 1: Areas Around Areas
- Lesson 2: Equations and Graphs
- Lesson 3: Squares and Equations
- Lesson 4: Equations and Their Zeros
- Lesson 5: Steps in Solving Equations
- Lesson 6: Sums and Products
- Lesson 7: Integers of Quadratics
- Lesson 8: Multiplying Expressions
- Lesson 9: Equivalent Equations and Functions
- Lesson 10: Quadratic Zeros
- Lesson 11: Finding Perfect Squares
- Lesson 12: Forms of Quadratic Equations
- Lesson 13: Constants in Quadratic Equations
- Lesson 14: Rewriting Quadratic Expressions
- Lesson 15: Irrational Numbers
- Lesson 16: Working with Quadratics
- Lesson 17: Quadratic Meanings
- Lesson 18: Solving Quadratics
- Lesson 19: Quadratic Steps
- Lesson 20: Quadratics and Irrationals
- Lesson 21: Odd and Even Numbers
- Lesson 22: Features of Parabolas
- Lesson 23: Comparing Functions
- Lesson 24: Quadratic Situations