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Place Value: Whole Numbers (1.NBT.2) (5)
 Place Value and Names for Whole Numbers
 Place Value Chart (Printable)
 Place Value and Names for Whole Numbers Worked Example 1
 Place Value and Names for Whole Numbers Worked Example 2
 Place Value and Names for Whole Numbers Worked Example 3
Comparing Two Digit Numbers (1.NBT.3) (5)
 Comparing Whole Numbers
 Number Line Generator (Printable)
 Comparing Whole Numbers Worked Example 1
 Comparing Whole Numbers Worked Example 2
 Comparing Whole Numbers Worked Example 3
Understanding Variables (7.EE.4) (3)
 Writing Expressions and Equations
 Example 1
 Example 2
Understanding Equality (1.OA.7) (3)
 Subtracting Whole Numbers and Applications
Properties of Operations (1.OA.3) (4)
 Properties and Laws of Whole Numbers
 Properties (Printable)
 Properties and Laws of Whole Numbers 3
 Properties and Laws of Whole Numbers 5
Understanding Proportional Relationships (7.RP.2) (6)
 Introduction to Proportions
 Proportions
 Solving Proportions
 Understanding Proportions Worked Example 1
 Understanding Proportions Worked Example 2
 Understanding Proportions Worked Example 3
Understanding Area (3.MD.7) (3)
 Perimeter and Area
 Worked Example 2
 Worked Example 3
Comparing Fractions (3.NF.3) (3)
 Comparing Fractions
 Worked Example 1
 Worked Example 2
Functions (F.IF.7) (11)
 Intercepts of Linear Equations
 Intercepts of Linear Equations Worked Example 1
 Intercepts of Linear Equations Worked Example 2
 Graphing Equations in Slope Intercept Form
 Graphing Equations in Slope Intercept Form Worked Example 1
 Graphing Equations in Slope Intercept Form Worked Example 2
 Point Slope Form and Standard Form of Linear Equations
 Point Slope Form and Standard Form of Linear Equations Worked Example 1
 Point Slope Form and Standard Form of Linear Equations Worked Example 2
 Printable Graph Paper
Volume (G.GMD.3) (4)
 Solids
 Solids Worked Example 1
 Solids Worked Example 2
 Solids Worked Example 3
Understanding and Interpreting Data (1.MD.4) (1)
 Ways to represent data (Overview)
Two Variable Graphs (A.REI.10) (3)
 Rate of Change and Slope
 Rate of Change and Slope Worked Example 1
 Rate of Change and Slope Worked Example 2
Introduction to Functions (8.F.5) (4)
 Representing Functions and Relations
 Representing Functions and Relations Worked Example 1
 Representing Functions and Relations Worked Example 2
 Printable Graph Paper
Adding and Subtracting Rational Numbers (7.NS.1) (3)
 Adding Integers with a Number Line (Only Number Line)
 Integer Subtraction Using the Number Line
 Number Line Generator (Printable)
Units (N.Q.1) (3)
 Unit Conversion Word Problem
 Multi-Unit Conversion Word Problem
 Unit Conversions (Printable)
Adding and Subtracting 10 to a Number (1.NBT.5) (3)
 Subtracting 10 from a Number
 Number Line (0 to 100) by 10s Printable
Relating Subtracting to Addition (1.OA.4) (2)
 The Relationship between Subtraction and Addition
 Understanding Subtraction
Subtracting Multiples of 10 (1.NBT.6) (4)
 Understanding Place Value When Subtracting
 Subtracting 1 vs Subtracting 10
 Subtract Multiples of 10
 Number Line (0 to 100) by 10s Printable
Addition and Subtraction Strategies (1.OA.6) (4)
 Subtraction Strategies within 20
 Make 10 Strategy Subtraction
Creating Composite Shapes (1.G.2) (2)
 Defining Attributes
 Composite Shapes
Comparing Shapes (K.G.4) (3)
 Comparing Two Shapes
 Comparing Shapes (Solids)
 Comparing Shapes (Equality)
Rounding Whole Numbers (3.NBT.1) (4)
 Rounding Whole Numbers
 Example 1
 Example 2
 Example 3
Counting within 1000 (6)
 Count by 100's & 10's to 1000
 Skip Counting by 10s to 200
 Counting by 5's to 100
 Identify the Pattern
 Continuing the Number Pattern
 Number Line (0 to 1000) by 10s & 100s Printable
Multiplying by multiples of 10 (3.NBT.3) (2)
 Multiplying 1-digit numbers by 10, 100, and 1000
 Multiplying by multiples of 10
Comparing 3-digit Numbers (2.NBT.4) (4)
 Comparing Whole Numbers
 Example 1
 Example 2
 Example 3
 Adding Whole Numbers and Applications Worked Example 1
 Adding Whole Numbers and Applications Worked Example 2
 Adding Whole Numbers and Applications Worked Example 3
 Adding Whole Numbers and Applications Worked Example 4
 Adding Whole Numbers and Applications Worked Example 1
 Adding Whole Numbers and Applications Worked Example 2
 Adding Whole Numbers and Applications Worked Example 3
 Adding Whole Numbers and Applications Worked Example 4
 Adding Whole Numbers and Applications Worked Example 4
 Subtracting Whole Numbers and Applications
 Subtracting Whole Numbers and Applications Worked Example 1
 Subtracting Whole Numbers and Applications Worked Example 2
 Subtracting Whole Numbers and Applications Worked Example 3
Introduction to Fractions (3.NF.1) (3)
 Introduction to Fractions and Mixed Numbers
 Introduction to Fractions and Mixed Numbers Worked Example 1
 Introduction to Fractions and Mixed Numbers Worked Example 2
Fractions on a Number Line (3.NF.2) (3)
 Graph and locate fractions on a number line.
 Plotting basic fractions on a number line
 Blank Number Line (Printable)
Addition and Subtraction Word Problems (2.OA.1) (2)
 Solving Two-Step Word Problems
 Solving Word Problems Using Bar Models
Introduction to Multiplication (3.OA.1) (3)
 Using Arrays and Repeated Addition to Visualize Multiplication
 Multiplication as Groups of Objects
 Multiplication Facts (Printable)
Introduction to Division (3.OA.6) (3)
 Introduction to division
 Use an array and understanding of multiplication to divide
 Multiplication Facts (Printable)
Two-step word problems using the four operations (3.OA.8) (3)
 Identifying the Equation and Solution to a Two-Step Problem
 Two step word problems Example 2
 Two step word problems Example 3
Identify Shapes Given Their Attributes (2.G.1) (2)
 Recognize, identify and draw shapes having specified attributes
 Identify a shape when provided a description of its attributes
Categories of Shapes (3.G.1) (4)
 Recognize rhombuses, rectangles, and squares as examples of quadrilaterals
 Understand that shapes in different categories may share attributes and that the shared attributes
 Define quadrilateral by comparing to polygons (closed shapes with 3 or more sides)
 Sort shapes based on their attributes.
Time (3.MD.1) (2)
 Time Word Problems
Introduction to Mass and Volume (3.MD.2) (3)
 Introduction to Mass
 Mass Word Problems
 Introduction to Volume
Introduction to Perimeter & Area (3.MD.8) (3)
 Introduction to Perimeter & Area
 Perimeter Word Problem (Skating Rink)
 Perimeter Word Problem (Tables)
Converting Units of Measurement (5.MD.1) (8)
 The Metric System
 The Metric System Worked Example 1
 The Metric System Worked Example 2
 Converting within the Metric System
 Converting within the Metric System Worked Example 1
 Using Metric Conversions to Solve Problems
 Unit conversion word problem: Drug Dosage
 Measurement Conversion Chart (Standard & Metric) Printable
Volume (5.MD.5) (5)
 Solids
 Solids Worked Example 1
 Solids Worked Example 2
 Solids Worked Example 3
 Volume Word Problem (Water Tank)
Properties of Angles (4.MD.7) (4)
 Properties of Angles
 Properties of Angles Worked Example 1
 Properties of Angles Worked Example 2
 Properties of Angles Worked Example 3
Introduction to Angles (4.MD.6) (2)
 Angle Basics
 Measuring angles in degrees
Adding Fractions with Same Denominator (4.NF.3) (2)
Multiply a fraction by a whole number (4.NF.4) (2)
 Multiplying unit fractions and whole numbers
 Multiplying Fractions and Whole Numbers
Multiply fraction by fraction (5.NF.4) (5)
 Multiplying Fractions and Mixed Numbers
 Multiplying Fractions and Mixed Numbers Worked Example 1
 Multiplying Fractions and Mixed Numbers Worked Example 2
 Multiplying Fractions and Mixed Numbers Worked Example 3
 Multiplying Fractions and Mixed Numbers Worked Example 4
Comparing Decimals (4.NF.7) (6)
 Comparing decimals: difference in largest place value
 Ordering and Rounding Decimals
 Ordering and Rounding Decimals Worked Example 1
 Ordering and Rounding Decimals Worked Example 3
 Ordering and Rounding Decimals Worked Example 4
 Printable Place Value Chart with Decimals (Press Create Button)
Dividing Fractions (5.NF.7) (6)
 Dividing Fractions and Mixed Numbers
 Dividing Fractions and Mixed Numbers Worked Example 1
 Dividing Fractions and Mixed Numbers Worked Example 2
 Dividing Fractions and Mixed Numbers Worked Example 3
 Dividing Fractions and Mixed Numbers Worked Example 4
 Dividing Fractions and Mixed Numbers Worked Example 5
Statistical Questions (6.SP.1) (3)
 Statistical Questions 1
 Is this a statistical question?
 Is this a statistical question? Example 2
Comparing Place Values (4.NBT.1) (2)
 Comparing place values
 Printable Place Value Chart (Press Create Button)
Comparing Decimals to the Thousandths (5.NBT.3) (3)
 Comparing place values
 Comparing decimals example
 Printable Place Value Chart (Press Create Button)
Multiplication as Comparison (4.OA.1 & 4.OA.2) (4)
 Multiplication as Comparison
 Word Problems: Multi Comparison
 Comparing with multiplication
 Word Problems: Multi Comparison 2
Points, lines, line segments, rays, angles, and perpendicular and parallel lines (4.G.1) (3)
 Intro to lines, line segments, and rays
 Acute, right, and obtuse angles
 Parallel and perpendicular lines intro
Introduction to Ratios and Rates (6.RP.2) (3)
 Simplifying Ratios and Rates
 Simplifying Ratios and Rates Worked Example 3
 Simplifying Ratios and Rates Worked Example 4
Division (6.NS.2) (8)
 Dividing Whole Numbers and Applications
 Dividing Whole Numbers and Applications Worked Example 1
 Dividing Whole Numbers and Applications Worked Example 2
 Dividing Whole Numbers and Applications Worked Example 3
 Dividing Whole Numbers and Applications Worked Example 4
 Dividing Whole Numbers and Applications Worked Example 5
 Dividing Whole Numbers and Applications Worked Example 6
 Multiplication Facts Tables (Printable)
Testing for Congruence through Transformations (8.G.2) (5)
 Introduction to Transformations
 Testing Similarity Through Transformations - Example 1
 Testing Similarity Through Transformations - Example 2
 Testing Similarity Through Transformations - Example 3
 Testing Similarity Through Transformations - Example 4
Square Roots and Cube Roots (8.EE.2) (7)
 Introduction to Square Root and Perfect Squares
 Using Rational Exponents
 Simplify Square Roots (Perfect Square Radicands)
 Simplify a Variety of Square Expressions (Simplify Perfectly)
 Simplify Cube Roots (Perfect Cube Radicands)
Rates, Ratios, and Proportions (6.RP.3) (8)
 Introduction to ratios
 Introduction to rates
 Introduction to proportional relationships
 Setting up proportions to solve word problems
 Ratio word problem: boys to girls
 Ratios for recipes
 Solving unit rates problem
 Ratio word problem: centimeters to kilometers
Measures of Center and Variability (7.SP.4) (4)
 Range, variance and standard deviation
 Average or Central Tendency
 Measures of Center
 Finding mean, median, and mode
Probability (7.SP.5) (3)
 Probability explained
 Finding probability example
 Die rolling probability
Probability of Compound Events (7.SP.8) (3)
 Compound probability of independent events
 Probability using combinations
 Conditional probability tree diagram example
Introduction to Integers (6.NS.5) (4)
 How to classify numbers
 Negative numbers introduction
 Opposite of a number
 Printable Number Line (-25 to 25)
Ordering Integers (6.NS.6) (5)
 Ordering negative numbers
 Locate integers on a number line
 Negative numbers and number line examples
 Printable Number Line (-25 to 25)
Absolute Value (6.NS.7) (5)
 Absolute value of integers
 Absolute value smallest to biggest
 Absolute value and number lines
 Interpreting absolute value
 Printable Number Line (-25 to 25)
Multiply and Divide Integers (7.NS.2) (11)
 Multiplying Integers Using Two Color Counters (No Zeros Needed)
 Multiplying Integers Using Two Color Counters (Zeros Needed)
 Multiplying Integers Using Integer Chips (Opposites)
 Discover the Rules for Multiplying Integers by Analyzing Patterns
 Discover the Rules of Multiplying Integers Using Opposites and the Commutative Property
 Multiplying Integers â€“ The Basics
 Multiplying Three or More Integers
 Multiplying and Dividing Integers
 Conceptualizing Multiplication and Division of Integers
 Dividing Integers â€“ The Basics
 Multiplying and Dividing by Zero
Linear Functions, Rate of Change, and Slope (8.F.4) (6)
 Linear Functions
 Linear Functions Worked Example 1
 Linear Functions Worked Example 2
 Rate of Change and Slope
 Rate of Change and Slope Worked Example 1
 Rate of Change and Slope Worked Example 2
Calculate Density (G.MG.2) (3)
 Calculate Densities
 Mass and weight clarification
 Volume: how to measure it
Properties of Exponents (N.RN.2) (9)
 Product of Powers (Same Exponent)
 Quotient of Powers (Same Exponent)
 Square of a Sum
 'Same Base' Exponent Rules
 An Exponent Rule Problem
 Zero as an Exponent
 Negative Exponents Introduction
 Reciprocals and Negative Exponents
 Exponent Rules with Negative Exponents
Add, Subtract, and Multiply Polynomials (A.APR.1) (4)
 More examples of addition and subtraction of polynomials
 Multiplication of Polynomials
 Multiplying binomials and polynomials
Inequalities (A.CED.3) (4)
 Basics of Inequalities Part 1
 Basics of Inequalities Part 2
 Solving Linear Inequalities
 An Inequality Word Problem
Solving Systems of Equations (A.REI.6) (5)
 Solving systems of equations by elimination
 Graphing systems of equations
 Solving linear systems by substitution
 Solving linear systems by graphing
 Printable Graph Paper
Introduction to Functions (F.IF.2) (3)
 What is a function?
 Relations and functions
 Evaluating Functions
Interpreting Functions (F.IF.4) (3)
 Describing Functions Using a Graph or Table
 Exponential growth functions
 Printable Graph Paper
Rate of Change of a Function (F.IF.6) (4)
 Introduction to average rate of change
 Slope and rate of change
 How to find the average rate of change from a table
 How to find the average rate of change from a formula
Dot plots, histograms, and box plots (S.ID.1) (6)
 How to create a histogram
 How to interpret a histogram
 Interpreting box plots
 Box and whisker plot
 Frequency tables and dot plots
 Comparing dot plots, histograms, and box plots
Shape, center, and spread of data (S.ID.3) (4)
 Examples analyzing clusters, gaps, peaks and outliers for distributions
 Range, variance and standard deviation as measures of dispersion
 Judging outliers in a dataset
Two-way frequency tables (S.ID.5) (2)
 Two-way frequency tables and Venn diagrams
 Two-way relative frequency tables
Interpreting the slope and intercept (S.ID.7) (2)
 Slope and Y-intercept Intuition
 Intuitive understanding of slope example
 Fence posts for horses
Introduction to Addition and Subtraction (1.OA.5) (4)
 Introduction to subtraction
 Subtracting 14 - 6
Solving for Unknown Numbers in Addition & Subtraction Equations (1.OA.8) (2)
 Solve for Unknowns
Introduction to Length (1.MD.2) (4)
 Length
 Length 2
 Length 3
 Length 4
Place Value - Up to Hundreds (2.NBT.1) (4)
 Introduction to place value
 The number 100
 Three digits
 Multiple 100s
Add and Subtract Within 1000 (3.NBT.2) (6)
 Subtracting hundreds, tens, and ones
 Subtracting with regrouping (borrowing)
 Subtracting: Regrouping from zero
Read and Write Numbers to 1,000 (2.NBT.3) (3)
 The number 1000
 Read and Write Two-Digit Numbers in Word and Number Form
 Standard, Expanded, and Word Form Using Base Ten Blocks
Understanding Division (3.OA.2) (3)
 The idea of division
 Basic Division
 Verbally and Visually Representing a Division Equation
Multiplication and Division within 100 (3.OA.3) (5)
 Mult/Div within 100
 Mult/Div within 100 - Example 2
 Mult/Div within 100 - Example 3
 Multiplication word problem
 Division word problem
Solving for Unknown Numbers in Multiplication and Division Equations (3.OA.4) (3)
 Unknowns in Mult/Div
 Finding Unknown Factors in Multiplication Equations
 Unknowns in Mult/Div - Example 2
Properties of Multiplication and Division (3.OA.5) (5)
 Commutative law of multiplication
 Associative Law of Multiplication
 The Distributive Property
 The Distributive Property Worked Example 1
 The Distributive Property Worked Example 2
Multiply and Divide within 100 (3.OA.7) (4)
 Relating multiplication to division
 Mult/ Division Example 1
 Mult/ Division Example 2
 Decomposing Numbers to Multiply
Patterns (3.OA.9) (3)
 Practice finding patterns in numbers
 Properties and patterns for multiplication
 Patterns in multiplication tables practice
Identifying Fractions (3.G.2) (3)
 Fraction basics
 Cutting shapes into equal parts
 Partitioning Shapes and Writing Fractions
Halves, Thirds, & Fourths (2.G.3) (5)
 Partitioning Circles and Rectangles
 Halves
 Thirds
 Fourths
 Halves and fourths
Measuring Length (2.MD.2) (3)
 Measuring lengths with different units
 Measuring lengths 2
 Order by length
Estimating Length (2.MD.3) (2)
 Estimating lengths
 Estimate Length
Comparing Measurements (2.MD.4) (5)
 Comparing lengths
 Comparing Measurements of Objects
 Comparing Measurements Example 1
 Comparing Measurements Example 2
 Comparing Measurements Example 3
Picture and Bar Graphs (3.MD.3) (6)
 Picture graphs
 Interpreting picture graphs
 Creating a bar chart
 Interpreting bar graphs (colors)
 Creating picture and bar graphs 2 exercise examples
Line Plots (3.MD.4) (3)
 Introduction to line plots
 Making line plots
 Marking data on line plots
Introduction to Area (3.MD.5) (4)
 Perimeter and area: the basics
 Understand Area Example 1
 Understand Area Example 2
 Understand Area Example 3
Addition and Subtraction on a Number Line (2.MD.6) (3)
 Addition and subtraction with number lines
 Adding and subtracting on number line word problems
 Adding and subtracting on number line 2
Solving problems with bar graphs (2.MD.10) (3)
 Solving problems with bar graphs
 More solving problems with bar graphs
Fractions on a Number Line (5.MD.2) (2)
 Fractions on a number line
 Plotting basic fractions on the number line
Introduction to Volume (5.MD.4) (2)
 Volume: how to measure it
 Volume: measuring with unit cubes
Angle Measurement (4.MD.5) (4)
 Angle basics
 Measuring angles in degrees
 Angle measurement and circle arcs
 Measuring angles using a protractor
Equivalent Fractions (4.NF.1) (4)
 Intro to equivalent fractions
 Equivalent fractions
 Equivalent fraction models
 Equivalent fractions visually and on number line
Fraction Addition and Subtraction Word Problems (5.NF.2) (4)
 Example of adding fractions with unlike denominators word problem
 Subtracting mixed numbers word problem
 Example of subtracting fractions with unlike denominators word problem
Fractions as Division (5.NF.3) (3)
 Understanding fractions as division
 Creating a fraction through division of whole numbers
 Using fractions as division to create mixed numbers
Multiplication as Scaling (5.NF.5) (2)
 Seeing multiplication as scaling with fractions
 Understanding the Effects of Multiplying by a Fraction
Fraction Multiplication Word Problems (5.NF.6) (4)
 Multiplying fractions word problem: banana oat muffin recipe
 Multiplying fractions by whole numbers word problem
 Multiplying fractions word problem: milk love
 Multiplying fractions word problem: laundry emergency
Distribution of Data (6.SP.2) (3)
 Finding mean, median, and mode
 Median, mean and skew from density curves
Dot Plots, Histograms, and Box Plots (6.SP.4) (6)
 Frequency tables and dot plots
 Interpreting box plots
 Box and whisker plot
 How to create a histogram
 How to interpret a histogram
 Comparing dot plots, histograms, and box plots
Rounding Whole Numbers (4.NBT.3) (1)
 Rounding whole numbers example 3
Adding and Subtracting Whole Numbers (4.NBT.4) (1)
 Adding three digit numbers with regrouping
Rounding Decimals (5.NBT.4) (4)
 Decimal place value
 Rounding Multi-Digit Decimals Using Number Lines and Models
 Rounding decimals: to the nearest tenth
 Rounding to the nearest tenth and hundredth
Multiplication up to four digits and two two-digits (4.NBT.5) (6)
 Multiplying: 2 digits times 1 digit
 Multiplying: 2 digits times 1 digit (with carrying)
 Multiplying: 3 digits times 1 digit (with carrying)
 Multiplying: 4 digits times 1 digit (with carrying)
 Multiplying: 2 digit numbers
 2-digit times a 2-digit number
Multiplying Multi-Digit Numbers (5.NBT.5) (1)
 Multiplying multiple digit numbers
Division with Remainders (4.NBT.6) (3)
 Introduction to long division
 Dividing numbers: intro to long division
 Dividing numbers: intro to remainders
Decimals - All Operations (5.NBT.7) (5)
 Subtracting decimals example 1
 Subtracting decimals example 2
Evaluate Expressions with Parentheses (5.OA.1) (3)
 Evaluating expressions with and without parentheses
 Translating expressions with parentheses
 Order of operations: PEMDAS
Multi-Step Word Problems (4.OA.3) (5)
 Multi-step word problem with addition, subtraction, and multiplication
 Multi-step Word Problems Example 1
 Multi-step Word Problems Example 2
 Multi-step Word Problems Example 3
 Multi-step Word Problems Example 4
Prime & Composite Numbers (4.OA.4) (4)
 Prime numbers | Factors and multiples
 Recognizing prime and composite numbers
 Prime factorization
 Finding factors of a number
Number/Shape Patterns (4.OA.5) (5)
 Identifying and Creating Number Patterns
 Number/ Shape Patterns Example 1
 Number/ Shape Patterns Example 2
 Number/ Shape Patterns Example 3
 Number/ Shape Patterns Example 4
Coordinate Plane (5.G.1) (4)
 Introduction to the coordinate plane
 Coordinate plane: graphing points
 Coordinate plane: word problem exercise
Shape Attributes (5.G.3) (4)
 Recognizing shapes
 Classifying shapes by lines and angles
 Attributes & Categories
 Attributes & Categories Example 2
Surface Area with Nets (6.G.4) (6)
 Nets of polyhedra
 Surface area of a box
 Finding surface area using net
 3D Figures Example 1
 3D Figures Example 2
 3D Figures Example 3
Solving Addition and Multiplication One-Step Equations (6.EE.7) (3)
 How to solve one-step equations
 Example of solving a one-step equation
 How to write one-step equations for word problems
Write and Solve Inequalities (6.EE.8) (5)
 How to plot inequalities on a number line
 Write and Solve Inequalities Example 1
 Write and Solve Inequalities Example 2
 Write and Solve Inequalities Example 3
 Write and Solve Inequalities Example 4
Dependent and Independent Variables (6.EE.9) (4)
 What are variables, expressions, and equations?
 Dependent and independent variables exercise: the basics
 Dependent and independent variables exercise: express the graph as an equation
 Dependent and independent variables exercise: graphing the equation
Write, Read, and Evaluate Expressions (6.EE.2) (4)
 How to write expressions with variables
 How to write algebraic expressions from word problems
 How to evaluate expressions with two variables
 Evaluating an algebraic expression with exponents
Equivalent Expressions (6.EE.3) (5)
 How to simplify an expression by combining like terms and the distributive property
 How to use the distributive property with variables
 How to combine like terms
 How to find equivalent expressions by combining like terms and using the distributive property
 Equivalent forms of expressions
Identifying Equivalent Expressions (6.EE.4) (3)
 How to find equivalent expressions by combining like terms and using the distributive property
 Equivalent forms of expressions
 Identify Equivalent Expressions Practice
Finding True Equations and Inequalities (6.EE.5) (6)
 Practice 1
 Practice 2
 Practice 3
 Practice 4
 Practice 5
 Practice 6
Write Expressions from Word Problems (6.EE.6) (5)
 How to write basic expressions with variables
 How to write algebraic expressions from word problems
 How to write basic algebraic expressions from word problems - Example 2
 Use Variables in Expressions - Practice 1
 Use Variables in Expressions - Practice 2
Division with Fractions (6.NS.1) (6)
 Understanding division of fractions
 Understanding fractions as division
 Visually dividing a fraction by a whole number
 Visually dividing whole numbers by unit fractions
 Dividing fractions example
 Dividing fractions example 2
Greatest Common Factor (6.NS.4) (3)
 Greatest common factor explained
 Greatest common factor exercise
 How to use the distributive property to factor out the greatest common factor
Scale Drawings (7.G.1) (3)
 How to make a scale drawing
 Interpreting a scale drawing
 Solve a scale drawing word problem
Area and Circumference of a Circle (7.G.4) (4)
 Circles: radius, diameter, circumference and Pi
 Relating circumference and area
 Area of a Circle
 Find the circumference, the distance around a circle, given the area
Similar Figures (8.G.4) (8)
 Testing similarity through transformations
 Similar Figures 1
 Similar Figures 2
 Similar Figures 3
 Similar Figures 4
 Similar Figures 5
 Similar Figures 6
 Similar Figures 7
Supplementary, Complementary, Vertical, and Adjacent Angles (7.G.5) (7)
 Complementary and supplementary angles
 Find measure of supplementary angles
 Find measure of complementary angles
 Introduction to vertical angles
 Vertical, adjacent and linearly paired angles
 Triangle angle example 2
 Triangle angle example 3
Area, Volume, and Surface Area of Composite Figures (7.G.6) (8)
 Find the missing side
 Find the area of the quadrilateral
 Find the area of the composite figure
 Find the surface area of a cube
 Find the base area of a prism
 Find the volume of the composite figure
 Find the volume of the prism
 Find the surface area of the square pyramid
Pythagorean Theorem: Missing Side (8.G.7) (4)
 The Pythagorean theorem intro
 Find the missing side of the triangle
 Find the missing side of the triangle 2
 Find the missing length of the diagonal
Pythagorean Theorem: Distance Between Two Points (8.G.8) (3)
 Example finding distance with Pythagorean theorem
 Find the distance between two points 2
 Find the distance between two points 3
Exponent Properties (8.EE.1) (5)
 Exponent properties 1
 Exponent properties 2
 Exponent properties 3
 Exponent properties 4
 Negative exponents
Rewrite Expressions in Different Forms (7.EE.2) (2)
 Rewriting Expressions Example 1
 Rewriting Expressions Example 2
Integer Word Problems (7.EE.3) (6)
 Negative number word problem
 Finding initial temperature from temperature changes
 Solving a consecutive integer problem algebraically
 Solve Multi-Step Problems Example 1
 Solve Multi-Step Problems Example 2
 Solve Multi-Step Problems Example 3
Scientific Notation (8.EE.3) (6)
 Scientific notation examples
 Scientific notation examples 2
 Scientific Notation Example 3
 Scientific Notation Example 4
 Scientific Notation Example 5
 Scientific Notation Example 6
Use Graphs to Determine Slope (8.EE.5) (8)
 Point-slope and slope-intercept form from two points
 Example Problem 1
 Example Problem 2
 Example Problem 3
 Example Problem 4
 Example Problem 5
 Example Problem 6
 Example Problem 7
Systems of Equations (8.EE.8) (10)
 Solving systems of equations by elimination
 Graphing systems of equations
 Solving linear systems by substitution