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Lecture Notes
Quarter 1
Unit 1
1-1 Solving Equations
1-2 Distributing and Solving Equations
1-3 Variable on Both Sides
1-4 Special cases
UNIT 2
2-1 Solving Inequalities
2-2 System of Equations
2-3 Elimination
2-4 Substitution
UNIT 3
3-1 Sequences
3-2 Arithmetic Sequences
3-3 Geometric Sequences
Quarter 2
UNIT 4
4-1 Slope Introductio
n
4-2 Finding Slope
4-3 Writing Slope Intercept Form
4-4 Parallel/Perpendicular Lines
UNIT 5
5-1 Graphing Slope Intercept Form
5-2 Solving Systems by Graphing
5-3 Graphing Linear Inequalities
5-4 Solving Inequality Systems by Graphing
UNIT 6
6-1 Exponent Rules
6-2 Exponential Equations
6-3 Growth/Decay
6-4 Compound Interest
Lecture Notes
Quarter 3
UNIT 7
7-1 Graphing Exponentials
7-2 Domain, Range, Intercepts
7-3 Increasing, Decreasing, Max, Min
7-4 Analyzing Graphs
UNIT 8
8-1 Definition of a Function
8-2 Evaluating a Function
8-3 Linear vs. Exponential
8-4 Direct Variation
UNIT 9
9-1 Intro to Transformations
9-2 Reflections and Rotations
9-3 Shifts of Functions
9-4 Reflections and Stretches of functions
Quarter 4
UNIT 10
10-1 Area and Perimeter
10-2 Classifying Triangles
10-3 Distance Formula
10-4 Triangle Congruences
UNIT 11
11-1 Complementary/Supplementary Angles
11-2 Vertical/Adjacent Angles
11-3 Transversals and Angles
11-4 Triangle Angles
UNIT 12
12-1 Data Displays
12-2 Mean, Median, and Mode
12-3 Box and Whisker Plots