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Technical Math Demystified
CITATION
Gibilisco, Stan
.
Technical Math Demystified
.
US
: McGraw-Hill Professional, 2006.
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Technical Math Demystified
Authors:
Stan Gibilisco
Published:
April 2006
eISBN:
9780071492027 007149202X
|
ISBN:
9780071459495
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Book Description
Table of Contents
Contents
Preface
Acknowledgments
Chapter 1 Numbering Systems
Sets
Denumerable Number Sets
Bases 10, 2, 8, and 16
Nondenumerable Number Sets
Special Properties of Complex Numbers
Quick Practice
Quiz
Chapter 2 Principles of Calculation
Basic Principles
Miscellaneous Principles
Advanced Principles
Approximation and Precedence
Quick Practice
Quiz
Chapter 3 Scientific Notation
Powers of 10
Calculations in Scientific Notation
Significant Figures
Quick Practice
Quiz
Chapter 4 Coordinates in Two Dimensions
Cartesian Coordinates
Simple Cartesian Graphs
Polar Coordinates
Navigator's Coordinates
Coordinate Conversions
Other Coordinate Systems
Quick Practice
Quiz
Chapter 5 Coordinates in Three Dimensions
Cartesian 3-Space
Other 3D Coordinate Systems
Hyperspace
Quick Practice
Quiz
Chapter 6 Equations in One Variable
Operational Rules
Linear Equations
Quadratic Equations
Higher-Order Equations
Quick Practice
Quiz
Chapter 7 Multivariable Equations
2×2 Linear Equations
3×3 Linear Equations
2×2 General Equations
Graphic Solution of Pairs of Equations
Quick Practice
Quiz
Chapter 8 Perimeter and Area in Two Dimensions
Triangles
Quadrilaterals
Regular Polygons
Circles and Ellipses
Other Formulas
Quick Practice
Quiz
Chapter 9 Surface Area and Volume in Three Dimensions
Straight-Edged Objects
Cones and Cylinders
Other Solids
Quick Practice
Quiz
Chapter 10 Boolean Algebra
Operations, Relations, and Symbols
Truth Tables
Some Boolean Laws
Quick Practice
Quiz
Chapter 11 Trigonometric Functions
The Unit Circle
Primary Circular Functions
Secondary Circular Functions
The Right Triangle Model
Trigonometric Identities
Quick Practice
Quiz
Chapter 12 Vectors in Two and Three Dimensions
Vectors in the Cartesian Plane
Vectors in the Polar Plane
Vectors in Cartesian 3-Space
Standard Form of a Vector
Basic Properties
Other Properties
Quick Practice
Quiz
Chapter 13 Logarithmic and Exponential Functions
Logarithmic Functions
How Logarithmic Functions Behave
Exponential Functions
How Exponential Functions Behave
Quick Practice
Quiz
Chapter 14 Differentiation in One Variable
Definition of the Derivative
Properties of Derivatives
Properties of Curves
Derivatives of Wave Functions
Quick Practice
Quiz
Chapter 15 Integration in One Variable
What Is Integration?
Basic Properties of Integration
A Few More Formulas
Integrals of Wave Functions
Examples of Definite Integration
Quick Practice
Quiz
Final Exam
Answers to Quiz and Exam Questions
Suggested Additional Reading
Index