Flipped Classroom Videos
Semester 1
Unit 1 The Number System
Module 1 Adding and Subtracting Integers
1.1 Adding Integers with the Same Sign
1.2 Adding Integers with Different Signs
1.4 Applying Additions and Subtraction of Integers
Module 2 Multiplying and Dividing Integers
2.3 Applying Integers Operations
Module 3 Rational Numbers
3.1 Rational Numbers and Decimals
3.3 Subtracting Rational Numbers
3.4 Multiplying Rational Numbers
3.6 Applying Rational Number Operations
unit 2 ratios and proportional relationships
Module 4 Ratios and Proportionality
4.3 Proportional Relationships and Graphs
Module 5 Proportions and Percents
5.1 Percent Increase and Decrease
5.2 Rewriting Percent Expressions (Percent of change)
unit 3 Expressions, Equations, and Inequalities
Module 6 Expressions and Equations
6.2 One-Step Equations with Rational Coefficients
6.3 Writing Two Step Equations
6.4 Solving Two Step Equations
Module 7 Inequalities
7.1 Writing and Solving One-Step Inequalities
7.2 Writing Two Step Inequalities
7.3 Solving Two-Step Inequalities
unit 4 Geometry
Module 8 Modeling Geometric Figures
8.1 Similar Shapes and Scale Drawings
Module 9 Circumference, Area, and Volume
9.4 Solving Surface Area Problems
unit 5 Statistics
Module 10 Analyzing and Comparing Data
10.1 Comparing Data Displayed in Dot Plots
10.2 Comparing Data Displayed in Box Plots
10.3 Using Statistical Measures to Compare Populations
Module 11 Random Samples and Populations
11.2 Making Inferences from Random Sample
11.3 Generating Random Samples
12.2 Experimental Probability of Simple Events
12.3 Experimental Probability of Compound Events
12.4 Making Predictions with Experimental Probability
13.1 Theoretical Probability of Simple Events
13.2 Theoretical Probability of Compound Events
13.3 Making Predictions with Theoretical Probability
13.4 Using Technology to Conduct a Simulation
Unit 7 Real Numbers, Exponents, and scientific notation
Module 14 Real Numbers
14.1 Rational and Irrational Numbers
Module 15 Exponents and Scientific Notation
15.2 Scientific Notation with Positive Powers of 10
15.3 Scientific Notation with Negative Powers of 10
15.4 Operations with Scientific Notation
Module 16 Proportional Relationships
16.1 Representing Proportional Relationships
16.3 Interpreting the Unit Rate as Slope
Module 17 Nonproportional Relationships
17.1 Representing Linear Non-proportional Relationships
17.2 Determining Slope and y-intercept
17.3 Graphing Linear Non-proportional Relationships Using Slope and y-intercept
17.4 Proportional and Non-proportional Situations
Module 18 Solving Linear Equations
18.1 Equations with Variables on Both Sides
18.2 Equations with Rational Numbers
18.3 Equations with the Distributive Property
18.4 Equations with Many Solutions or No Solution
Module 19 Transformational Geometry
19.1 Properties of Translations
19.2 Properties of Reflections
19.4 Algebraic Representations of Transformations
Module 20 Transformations and Similarity
20.2 Algebraic Representations of Dilations
Module 21 Measurement Geometry
21.1 Parallel Lines Cut by a Transversal
21.2 Angle Theorems for Triangles
Module 22 Volume
Appendix The Pythagorean Theorem
A.2 Converse of the Pythagorean Theorem
A.3 Distance between Two Points