Grade 6 Math Slide Decks

• Lesson 1: Tiling the Plane
• Lesson 2: Finding Area by Decomposing and Rearranging
• Lesson 3: Reasoning to Find Area
• Lesson 4: Parallelograms
• Lesson 5: Bases and Heights of Parallelograms
• Lesson 6: Area of Parallelograms
• Lesson 7: From Parallelograms to Triangles
• Lesson 8: Area of Triangles
• Lesson 9: Formula for the Area of a Triangle
• Lesson 10: Bases and Heights of Triangles
• Lesson 11: Polygons
• Lesson 12: What Is Surface Area?
• Lesson 13: Polyhedra
• Lesson 14: Nets and Surface Area
• Lesson 15: More Nets, More Surface Area
• Lesson 16: Distinguishing Between Surface Area and Volume
• Lesson 17: Squares and Cubes
• Lesson 18: Surface Area of a Cube
• Lesson 19: Designing a Tent

• Lesson 1: Introducing Ratios and Ratio Language
• Lesson 2: Representing Ratios with Diagrams
• Lesson 3: Recipes
• Lesson 4: Color Mixtures
• Lesson 5: Defining Equivalent Ratios
• Lesson 6: Introducing Double Number Line Diagrams
• Lesson 7: Creating Double Number Line Diagrams
• Lesson 8: How Much for One?
• Lesson 9: Constant Speed
• Lesson 10: Comparing Situations by Examining Ratios
• Lesson 11: Representing Ratios with Tables
• Lesson 12: Navigating a Table of Equivalent Ratios
• Lesson 13: Tables and Double Number Line Diagrams
• Lesson 14: Solving Equivalent Ratio Problems
• Lesson 15: Part-Part-Whole Ratios
• Lesson 16: Solving More Ratio Problems
• Lesson 17: A Fermi Problem

• Lesson 1: The Burj Khalifa
• Lesson 2: Anchoring Units of Measurement
• Lesson 3: Measuring with Different-Sized Units
• Lesson 4: Converting Units
• Lesson 5: Comparing Speeds and Prices
• Lesson 6: Interpreting Rates
• Lesson 7: Equivalent Ratios Have the Same Unit Rates
• Lesson 8: More About Constant Speed
• Lesson 9: Solving Rate Problems
• Lesson 10: What Are Percentages?
• Lesson 11: Percentages and Double Number Lines
• Lesson 12: Percentages and Tape Diagrams
• Lesson 13: Benchmark Percentages
• Lesson 14: Solving Percentage Problems
• Lesson 15: Finding This Percent of That
• Lesson 16: Finding the Percentage
• Lesson 17: Painting a Room

• Lesson 1: Size of Divisor and Size of Quotient
• Lesson 2: Meanings of Division
• Lesson 3: Interpreting Division Situations
• Lesson 4: How Many Groups? (Part 1)
• Lesson 5: How Many Groups? (Part 2)
• Lesson 6: Using Diagrams to Find the Number of Groups
• Lesson 7: What Fraction of a Group?
• Lesson 8: How Much in Each Group? (Part 1)
• Lesson 9: How Much in Each Group? (Part 2)
• Lesson 10: Dividing by Unit and Non-Unit Fractions
• Lesson 11: Using an Algorithm to Divide Fractions
• Lesson 12: Fractional Lengths
• Lesson 13: Rectangles with Fractional Side Lengths
• Lesson 14: Fractional Lengths in Triangles and Prisms
• Lesson 15: Volume of Prisms
• Lesson 16: Solving Problems Involving Fractions
• Lesson 17: Fitting Boxes into Boxes

• Lesson 1: Using Decimals in a Shopping Context
• Lesson 2: Using Diagrams to Represent Addition and Subtraction
• Lesson 3: Adding and Subtracting Decimals with Few Non-Zero Digits
• Lesson 4: Adding and Subtracting Decimals with Many Non-Zero Digits
• Lesson 5: Decimal Points in Products
• Lesson 6: Methods for Multiplying Decimals
• Lesson 7: Using Diagrams to Represent Multiplication
• Lesson 8: Calculating Products of Decimals
• Lesson 9: Using the Partial Quotients Method
• Lesson 10: Using Long Division
• Lesson 11: Dividing Numbers that Result in Decimals
• Lesson 12: Dividing Decimals by Whole Numbers
• Lesson 13: Dividing Decimals by Decimals
• Lesson 14: Using Operations on Decimals to Solve Problems
• Lesson 15: Making and Measuring Boxes

• Lesson 1: Tape Diagrams and Equations
• Lesson 2: Truth and Equations
• Lesson 3: Staying in Balance
• Lesson 4: Practice Solving Equations and Representing Situations with Equations
• Lesson 5: A New Way to Interpret a over b
• Lesson 6: Write Expressions Where Letters Stand for Numbers
• Lesson 7: Revisit Percentages
• Lesson 8: Equal and Equivalent
• Lesson 9: The Distributive Property (Part 1)
• Lesson 10: The Distributive Property (Part 2)
• Lesson 11: The Distributive Property (Part 3)
• Lesson 12: Meaning of Exponents
• Lesson 13: Expressions with Exponents
• Lesson 14: Evaluating Expressions with Exponents
• Lesson 15: Equivalent Exponential Expressions
• Lesson 16: Two Related Quantities (Part 1)
• Lesson 17: Two Related Quantities (Part 2)
• Lesson 18: More Relationships
• Lesson 19: Tables, Equations, and Graphs, Oh My!

• Lesson 1: Positive and Negative Numbers
• Lesson 2: Points on the Number Line
• Lesson 3: Comparing Positive and Negative Numbers
• Lesson 4: Ordering Rational Numbers
• Lesson 5: Using Negative Numbers to Make Sense of Contexts
• Lesson 6: Absolute Value of Numbers
• Lesson 7: Comparing Numbers and Distance from Zero
• Lesson 8: Writing and Graphing Inequalities
• Lesson 9: Solutions of Inequalities
• Lesson 10: Interpreting Inequalities
• Lesson 11: Points on the Coordinate Plane
• Lesson 12: Constructing the Coordinate Plane
• Lesson 13: Interpreting Points on a Coordinate Plane
• Lesson 14: Distances on a Coordinate Plane
• Lesson 15: Shapes on the Coordinate Plane
• Lesson 16: Common Factors
• Lesson 17: Common Multiples
• Lesson 18: Using Common Multiples and Common Factors
• Lesson 19: Drawing on a Coordinate Plane

• Lesson 1: Got Data?
• Lesson 2: Statistical Questions
• Lesson 3: Representing Data Graphically
• Lesson 4: Dot Plots
• Lesson 5: Using Dot Plots to Answer Statistical Questions
• Lesson 6: Interpreting Histograms
• Lesson 7: Using Histograms to Answer Statistical Questions
• Lesson 8: Describing Distributions on Histograms
• Lesson 9: Interpreting the Mean as Fair Share
• Lesson 10: Finding and Interpreting the Mean as the Balance Point
• Lesson 11: Deviation from the Mean
• Lesson 12: Using Mean and MAD to Make Comparisons
• Lesson 13: The Median of a Data Set
• Lesson 14: Comparing Mean and Median
• Lesson 15: Quartiles and Interquartile Range
• Lesson 16: Box Plots
• Lesson 17: Using Box Plots
• Lesson 18: Using Data to Solve Problems

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