1730 NOTES
Section
Notes
CH P
Prerequisite Material
;
Linear Inequalities
;
Absolute Value Equations & Inequalities
;
Quadratic Equations
;
More Equations
1.2 & 1.3
Functions
;
Interpreting Graphs of Functions
1.4 & 1.5
Lines & Linear Functions
;
Secant Lines & Average Rate of Change of a Function
1.6
Transformations of Functions
1.7
Combinations & Compositions of Functions
;
Combining Functions Graphically
1.8
Inverse Functions
;
Interpreting Inverse Functions Graphically
1.9
Circles
2.1
Complex Numbers
2.2
Quadratic Functions
2.3
Polynomial Functions
2.4
Polynomial Long Division
2.5
Zeros of Polynomial Functions: Rational Zero & Linear Factorization Theorems
2.6
Rational Functions
2.7
Nonlinear Inequalities
2.8
Modeling Using Variation
3.1
Exponential Functions
3.2
Logarithmic Functions
3.3
Properties of Logarithms
3.4
Exponential & Logarithmic Equations
3.5
Modeling with Exponential & Logarithmic Functions
4.1
Angles & Radian Measure
4.3
Right Triangle Trigonometry
4.2
The Unit Circle
4.4
Trigonometric Functions of Any Angle
4.5
Graphs of Sine & Cosine Functions
4.6
Graphs of the Other Trigonometric Functions
4.7
Inverse Trigonometric Functions
4.8
Right Triangle Applications; Simple Harmonic Motion
5.1
Verifying Trigonometric Identities
5.2
Sum & Difference Formulas
5.3 & 5.4
Other Trigonometric Formulas
5.5
Trigonometric Equations
6.1
Law of Sines
6.2
Law of Cosines
6.5
Complex Numbers in Polar Form; DeMoivre's Theorem
6.6
Vector Basics