
Easy Pre-Calculus Step-by-Step, Second Edition
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Content
- Cover
- Title Page
- Copyright Page
- Contents
- Preface
- 1 Graphs and the Graphing Calculator
- Step 1. Review Linear Equations
- Step 2. Meet the Parents
- Step 3. Master the Fundamentals of Graphing
- Step 4. Transform the Graphs
- Step 5. Master Basic Calculator Skills
- 2 Functions
- Step 1. Analyze Relations and Functions
- Step 2. Perform Arithmetic of Functions
- Step 3. Compose Functions
- Step 4. Find Inverse Functions
- 3 Quadratic Functions
- Step 1. Solve Quadratic Functions
- Step 2. Explore Complex Numbers
- Step 3. Graph Parabolas
- Step 4. Apply What You've Learned
- 4 Polynomial Functions
- Step 1. Factor Polynomials
- Step 2. Use Synthetic Division to Find Zeros
- Step 3. Use Long Division to Factor Polynomials
- Step 4. Find the Zeros of Polynomial Functions
- Step 5. Graph Polynomial Functions
- 5 Rational Functions
- Step 1. Operate with Rational Expressions
- Step 2. Deal with Discontinuities
- Step 3. Examine End Behavior
- Step 4. Find Intercepts
- Step 5. Graph Rational Functions
- 6 Conic Sections
- Step 1. Analyze and Graph Parabolas
- Step 2. Analyze and Graph Ellipses
- Step 3. Analyze and Graph Circles
- Step 4. Analyze and Graph Hyperbolas
- Step 5. Graph and Solve Quadratic Systems
- 7 Exponential and Logarithmic Functions
- Step 1. Get to Know the Exponential Function
- Step 2. Define the Logarithmic Function
- Step 3. Learn to Use Properties of Logarithms
- Step 4. Solve Exponential and Logarithmic Equations
- Step 5. Explore Exponential Growth and Decay
- 8 Radical Functions
- Step 1. Review Rules for Exponents
- Step 2. Simplify Radicals and Rationalize Denominators
- Step 3. Explore the Square Root and Cube Root Functions
- 9 Systems of Equations
- Step 1. Review Two-Variable Linear Systems
- Step 2. Solve Systems of Linear Equations in Three Variables
- Step 3. Solve Nonlinear Systems
- 10 Matrices and Determinants
- Step 1. Master Matrix Arithmetic
- Step 2. Find Determinants
- Step 3. Apply Cramer's Rule
- Step 4. Find Inverse Matrices
- Step 5. Solve Systems by Inverse Matrices
- 11 Triangle Trigonometry
- Step 1. Review Right Triangle Trigonometry
- Step 2. Use Trigonometry to Find Areas
- Step 3. Use the Law of Cosines to Extend to Nonright Triangles
- Step 4. Apply the Law of Sines
- 12 Trigonometric Functions
- Step 1. Expand Your Concept of Angles
- Step 2. Learn the Unit Circle
- Step 3. Define Trigonometric Functions
- Step 4. Explore Inverse Trigonometric Functions
- Step 5. Verify Identities
- Step 6. Use Identities
- Step 7. Solve Trigonometric Equations
- 13 Polar and Parametric Equations
- Step 1. Plot Points in the Polar Coordinate System
- Step 2. Convert Coordinates Between Systems
- Step 3. Graph Polar Equations
- Step 4. Convert Equations Between Polar and Rectangular Forms
- Step 5. Convert Equations Between Parametric and Function Forms
- Step 6. Graph Parametric Equations
- 14 Transformations
- Step 1. Understand the Geometry of Reflections
- Step 2. Translate by Reflecting
- Step 3. Rotate by Reflecting
- Step 4. Dilate Geometrically
- Step 5. Use Matrices for Transformations
- 15 Rotating Conics
- Step 1. Create the Equation that Rotates a Conic
- Step 2. Recognize Rotation in Equations
- Step 3. Graph a Rotated Conic
- Step 4: Classify Rotated Conics without Graphing
- 16 Complex Numbers
- Step 1. Change Between Forms
- Step 2. Add and Subtract Complex Numbers
- Step 3. Multiply and Divide Complex Numbers
- Step 4. Raise a Complex Number to a Power
- Step 5. Find the Roots of a Complex Number
- 17 Limits
- Step 1. Evaluate Limits
- Step 2. Deal with Problems
- Step 3. Use Properties of Limits
- Step 4. Evaluate Infinite Limits and Limits at Infinity
- 18 Sequences and Series
- Step 1. Find Terms of Sequences
- Step 2. Find Limits of Sequences
- Step 3. Find Sums of Series
- Step 4. Find Sums of Infinite Series
- Answer Key
- Index
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File format: PDF
Copy-Protection: Adobe-DRM (Digital Rights Management)
System requirements:
- Computer (Windows; MacOS X; Linux): Install the free reader Adobe Digital Editions prior to download (see eBook Help).
- Tablet/smartphone (Android; iOS): Install the free app Adobe Digital Editions or the app PocketBook before downloading (see eBook Help).
- E-reader: Bookeen, Kobo, Pocketbook, Sony, Tolino and many more (only limited: Kindle).
The file format PDF always displays a book page identically on any hardware. This makes PDF suitable for complex layouts such as those used in textbooks and reference books (images, tables, columns, footnotes). Unfortunately, on the small screens of e-readers or smartphones, PDFs are rather annoying, requiring too much scrolling.
This eBook uses Adobe-DRM, a „hard” copy protection. If the necessary requirements are not met, unfortunately you will not be able to open the eBook. You will therefore need to prepare your reading hardware before downloading.
Please note: We strongly recommend that you authorise using your personal Adobe ID after installation of any reading software.
For more information, see our eBook Help page.