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Topics by section in this volume (the first of four Parts):
1 − Graphing Equations
2 − Linear Equations
3 − Functions
4 − Evaluating Functions
5 − Analyzing Functions
6 − Graphs of Common Functions
7 − Additional Common Functions
8 − Shifts and Reflections of Functions
9 − Nonrigid Transformations of Functions
10 − Operations on Functions
11 − Inverse Functions
12 − One-to-One Functions
13 − Finding Inverse Functions
14 − Direct Variation
15 − Inverse and Joint Variation
16 − Graphing Quadratic Functions
17 − Vertex Form of Quadratic Functions
18 − Analyzing Graphs of Quadratic Functions
19 − Applications of Quadratic Functions
20 − Using Transformations to Sketch Graphs
21 − The Leading Coefficient Test
22 − Rational Expressions
23 − Long Division of Polynomials
24 − Synthetic Division
25 − The Remainder Theorem
26 − The Factor Theorem
27 − The Imaginary Unit
28 − The Complex Number System
29 − Addition and Subtraction of Complex Numbers
30 − Multiplication of Complex Numbers
31 − Division of Complex Numbers
32 − Complex Solutions
33 − The Fundamental Theorem of Algebra
34 − Descartes' Rule of Signs
35 − Rational Zeros
36 − The Intermediate Value Theorem
37 − The Upper and Lower Bound Rules
38 − Finding All Zeros of Polynomial Functions
39 − Using Zeros as Sketching Aids
40 − Domains of Rational Functions
41 − Vertical Asymptotes
42 − Horizontal Asymptotes
43 − Intercepts of Rational Functions
44 − Graphs of Rational Functions
45 − Applications of Rational Functions