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Book Categories |
Introduction | v | |
Chapter 1 | A Painless Beginning | 1 |
Mathematical Operations | 5 | |
Zero | 16 | |
Order of Operations | 19 | |
Properties of Numbers | 24 | |
Number Systems | 28 | |
Chapter 2 | The Integers | 35 |
What Are the Integers? | 37 | |
Which Is Greater? | 42 | |
Adding Integers | 46 | |
Subtracting Integers | 50 | |
Multiplying Integers | 55 | |
Dividing Integers | 58 | |
What Sign Is the Answer? | 61 | |
Word Problems | 63 | |
Chapter 3 | Solving Equations with One Variable | 69 |
Defining the Terms | 71 | |
Solving Equations | 73 | |
Solving More Equations | 83 | |
Word Problems | 90 | |
Chapter 4 | Solving Inequalities | 101 |
Graphing Inequalities | 107 | |
Solving Inequalities | 113 | |
Word Problems | 122 | |
Chapter 5 | Exponents | 131 |
Multiplying Exponents with Coefficients | 138 | |
Adding and Subtracting Exponential Expressions | 141 | |
Multiplying Exponential Expressions | 144 | |
Dividing Exponential Expressions | 147 | |
Raising to a Power | 150 | |
Negative Exponents | 152 | |
Word Problems | 156 | |
Chapter 6 | Roots and Radicals | 163 |
Square Roots | 165 | |
Cube Roots and Higher | 169 | |
Negative Radicands | 174 | |
Radical Expressions | 178 | |
Word Problems | 197 | |
Chapter 7 | Quadratic Equations | 205 |
Solving Quadratic Equations by Factoring | 214 | |
The Quadratic Formula | 236 | |
Word Problems | 245 | |
Chapter 8 | Solving Systems of Equations | 251 |
Solving Linear Equations by Addition or Subtraction | 254 | |
Solving Linear Equations by Substitution | 267 | |
Solving Linear Equations by Graphing | 272 | |
Word Problems | 286 |
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Add Painless Algebra, For students who are intimidated by all forms of math, here is a set of easy steps that lead to an understanding of elementary algebra. The author defines all terms, points out potential pitfalls in algebraic calculation, and makes problem solving a , Painless Algebra to the inventory that you are selling on WonderClubX
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Add Painless Algebra, For students who are intimidated by all forms of math, here is a set of easy steps that lead to an understanding of elementary algebra. The author defines all terms, points out potential pitfalls in algebraic calculation, and makes problem solving a , Painless Algebra to your collection on WonderClub |