Overview (Integrated)
Unit 0: Foundations of Algebra (Function-Based)
Lesson 1: Writing Equations and Inequalities
Lesson 2: Solving Equations and Inequalities
Lesson 3: Rearranging Equations and Formulas
Lesson 4: A Graph is a Set of All Solutions
Lesson 5: Explaining Each Step in the Solving Process
Unit 1: Applications and Interpretations of Functions
Lesson 1: Using Function Notation
Lesson 2: Evaluating Functions in Context
Lesson 3: A Graph is a Set of All Solutions
Lesson 4: 10 Features of a Graph
Lesson 5: Graphing Functions (With Calculator)
Lesson 6: Choosing Appropriate Units
Lesson 7: Justifying Appropriate Quantities
Lesson 8: Choosing Accurate Limitations
Lesson 9: Interpreting the Domain
Lesson 10: Average Rate of Change
Lesson 11: Representations of Functions
Unit 2: Linear Functions
Lesson 1: Creating and Graphing Linear Functions
Lesson 2: Constraints and Viability
Lesson 3: Rearranging Equations and Formulas
Lesson 4: Interpreting Expressions
Lesson 5: Graphing Linear vs. Quadratic Functions
Lesson 6: Comparing 2 Functions
Lesson 7: Constructing Functions
Lesson 8: Parameters
Lesson 9: Graphs are All Solutions
Lesson 10: Lines of Best Fit
Lesson 11: Find Slope and Y-Intercept
Lesson 12: Correlation Coefficients
Lesson 13: Correlation vs. Causation
Unit 3: Exponential Functions
Lesson 1: Creating Functions from Situations
Lesson 2: y = P ( 1 ± r ) ^ n
Lesson 3: Exponents for Exponential Functions
Lesson 4: Graphs are All Solutions
Lesson 5: Function Notation
Lesson 6: Features of a Graph
Lesson 7: Comparing 2 Functions
Lesson 8: Linear vs. Exponential Functions
Lesson 9: Graphs to Functions
Lesson 10: Exponential Increase
Lesson 11: Parameters
Lesson 12: Fit Functions to Data
Unit 4: Sequences as Functions
Lesson 1: Evaluating Recursive Functions
Lesson 2: Writing Recursive Functions
Lesson 3: Recursive to Explicit Formulas
Lesson 4: Graphs to Functions and Sequences
Unit 5: Transformations as Functions
Lesson 1: Basic Geometry Vocabulary
Lesson 2: Pre-Image and Image Coordinates
Lesson 3: Rotations, Reflections, and Translations
Lesson 4: Functions: Domain and Range
Lesson 5: Evaluating Functions and Function Notation
Lesson 6: Line Symmetry and Rotational Symmetry
Lesson 7: Drawing Images from Pre-Images
Lesson 8: Rigid Motions and Congruence
Unit 6: Triangle Congruence
Lesson 1: Basic Geometry Vocabulary
Lesson 2: Rigid Motions and Congruence
Lesson 3: Corresponding Sides and Angles
Lesson 4: Triangular Congruence Theorems
Unit 7: Geometric Proofs
Lesson 1: Basic Geometry Vocabulary
Lesson 2: Theorems about Lines and Angles
Lesson 3: Theorems about Triangles
Lesson 4: Theorems about Parallelograms
Unit 8: Systems of Equations and Inequalities
Lesson 1: Constraints and Viability
Lesson 2: Graphs are All Solutions
Lesson 3: Solving Equations by Graphing (and Estimating)
Lesson 4: Solving Equations by Elimination and Substitution
Lesson 5: Solving Equations by Tables and f(x)=g(x)
Lesson 6: Solving Inequalities by Graphing
Unit 9: Data Analysis
Lesson 1: Dot Plots, Histograms, and Box Plots
Lesson 2: Comparing Center and Spread
Lesson 3: Interpreting and Describing Data Plots
Lesson 4: Two-Way Frequency Tables
Lesson 1: Writing Equations and Inequalities
Lesson 2: Solving Equations and Inequalities
Lesson 3: Rearranging Equations and Formulas
Lesson 4: A Graph is a Set of All Solutions
Lesson 5: Explaining Each Step in the Solving Process
Unit 1: Applications and Interpretations of Functions
Lesson 1: Using Function Notation
Lesson 2: Evaluating Functions in Context
Lesson 3: A Graph is a Set of All Solutions
Lesson 4: 10 Features of a Graph
Lesson 5: Graphing Functions (With Calculator)
Lesson 6: Choosing Appropriate Units
Lesson 7: Justifying Appropriate Quantities
Lesson 8: Choosing Accurate Limitations
Lesson 9: Interpreting the Domain
Lesson 10: Average Rate of Change
Lesson 11: Representations of Functions
Unit 2: Linear Functions
Lesson 1: Creating and Graphing Linear Functions
Lesson 2: Constraints and Viability
Lesson 3: Rearranging Equations and Formulas
Lesson 4: Interpreting Expressions
Lesson 5: Graphing Linear vs. Quadratic Functions
Lesson 6: Comparing 2 Functions
Lesson 7: Constructing Functions
Lesson 8: Parameters
Lesson 9: Graphs are All Solutions
Lesson 10: Lines of Best Fit
Lesson 11: Find Slope and Y-Intercept
Lesson 12: Correlation Coefficients
Lesson 13: Correlation vs. Causation
Unit 3: Exponential Functions
Lesson 1: Creating Functions from Situations
Lesson 2: y = P ( 1 ± r ) ^ n
Lesson 3: Exponents for Exponential Functions
Lesson 4: Graphs are All Solutions
Lesson 5: Function Notation
Lesson 6: Features of a Graph
Lesson 7: Comparing 2 Functions
Lesson 8: Linear vs. Exponential Functions
Lesson 9: Graphs to Functions
Lesson 10: Exponential Increase
Lesson 11: Parameters
Lesson 12: Fit Functions to Data
Unit 4: Sequences as Functions
Lesson 1: Evaluating Recursive Functions
Lesson 2: Writing Recursive Functions
Lesson 3: Recursive to Explicit Formulas
Lesson 4: Graphs to Functions and Sequences
Unit 5: Transformations as Functions
Lesson 1: Basic Geometry Vocabulary
Lesson 2: Pre-Image and Image Coordinates
Lesson 3: Rotations, Reflections, and Translations
Lesson 4: Functions: Domain and Range
Lesson 5: Evaluating Functions and Function Notation
Lesson 6: Line Symmetry and Rotational Symmetry
Lesson 7: Drawing Images from Pre-Images
Lesson 8: Rigid Motions and Congruence
Unit 6: Triangle Congruence
Lesson 1: Basic Geometry Vocabulary
Lesson 2: Rigid Motions and Congruence
Lesson 3: Corresponding Sides and Angles
Lesson 4: Triangular Congruence Theorems
Unit 7: Geometric Proofs
Lesson 1: Basic Geometry Vocabulary
Lesson 2: Theorems about Lines and Angles
Lesson 3: Theorems about Triangles
Lesson 4: Theorems about Parallelograms
Unit 8: Systems of Equations and Inequalities
Lesson 1: Constraints and Viability
Lesson 2: Graphs are All Solutions
Lesson 3: Solving Equations by Graphing (and Estimating)
Lesson 4: Solving Equations by Elimination and Substitution
Lesson 5: Solving Equations by Tables and f(x)=g(x)
Lesson 6: Solving Inequalities by Graphing
Unit 9: Data Analysis
Lesson 1: Dot Plots, Histograms, and Box Plots
Lesson 2: Comparing Center and Spread
Lesson 3: Interpreting and Describing Data Plots
Lesson 4: Two-Way Frequency Tables