Schedule

Session	Date	Topic	WeBWorK Set
1		1. The Absolute Value	Absolute Value Inequalities Interval Notation
2		2. Lines and Functions	Lines Review
3		3. Functions by Formulas and Graphs	Functions - Function Notation Functions - Difference Quotient Functions - Piecewise
4		4. Introduction to the TI-84
5		5. Basic Functions and Transforma- tions	Functions - Translations Functions - Symmetries
6		6. Operations on Functions	Functions - Operations
7		7. The Inverse of a Function	Functions - Inverse Functions
8		First Examination
9		8. Dividing Polynomials (8.3 Synthetic Division is optional)	Polynomials - Division
10		9. Graphing Polynomials (9.3 Graphing Polynomials by Hand is optional)	Polynomials - Graphs
11		10. Roots of Polynomials (10.1 Rational Root Theorem is optional)	Polynomials - Rational Roots Polynomials - Theory
12		11. Rational Functions (11.2 Graphing Rational Functions by Hand is optional)	Rational Functions - Domains Rational Functions - Asymptotes Rational Functions - Intercepts Rational Functions - Comprehensive
13		12. Polynomial and Rational Inequali- ties	Polynomials - Inequalities Rational Functions - Inequalities
14		13. Exponential and Logarithmic Functions	Exponential Functions - Graphs Logarithmic Functions - Graphs
15		Midterm Examination
Session		Topic	WeBWorK Set
16		14. Properties of Exp and Log	Logarithmic Functions - Properties Exponential Functions - Equations Logarithmic Functions - Equations
17		15. Applications of Exp and Log	Exponential Functions - Growth and De- cay
18		16. Half-life and Compound Interest	Exponential Functions - Growth and De- cay
19		17. Trigonometric Functions	Trigonometry - Unit Circle Trigonometry - Graphing Amplitude Trigonometry - Graphing Period Trigonometry - Graphing Phase Shift Trigonometry - Graphing Comprehensive
20		18. Addition of Angles and Multiple Angle Formulas	Trigonometry - Sum and Difference Formulas Trigonometry - Double and Half Angle Formulas
21		19. Inverse Trigonometric Functions	Trigonometry - Inverse Functions
22		20. Trigonometric Equations	Trigonometry - Equations
23		Third Examination
24		21. Complex Numbers	Complex Numbers - Operations Complex Numbers - Magnitude Complex Numbers - Direction Complex Numbers - Polar Form
25		22. Vectors in the Plane	Vectors - Operations Vectors - Components Vectors - Magnitude and Direction Vectors - Unit Vectors
26		23. Sequences and Series	Sequences - Intro Series - Intro Sequences - Arithmetic Series - Finite Arithmetic
27		24. The Geometric Series	Sequences - Geometric Series - Geometric
28		25. The Binomial Theorem	Sequences - Binomial Theorem
29		Review
30		Final Exam

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