McDougal Littell
e-Edition Algebra 2

Chapter/Title Pages
Chapter 1  
  Equations and Inequalities 1
  Chapter 1 Study Guide 2
  Real Numbers and Number Operations 3-10
  Algebraic Expressions and Models 11-17
  Evaluating Expressions 18
  Solving Linear Equations 19-24
  Using Tables to Solve Equations 25
  Rewriting Equations and Formulas 26-32
  Problem Solving Using Algebraic Models 33-40
  Solving Linear Inequalities 42-47
  Solving an Inequality 48
  Absolute Value Equations and Inequalities 49
  Solving Absolute Value Equations and Inequalities 50-56
  Chapter 1 Summary 57-61
  Chapter 1 Standardized Test 62-63
Chapter 2  
  Linear Equations and Functions 64-65
  Chapter 2 Study Guide 66
  Functions and Their Graphs 67-74
  Slope and Rate of Change 75-81
  Quick Graphs of Linear Equations 82-89
  Graphing Equations 90
  Writing Equations of Lines 91-98
  Fitting a Line to a Set of Data 99
  Correlation and Best-Fitting Lines 100-106
  Using Linear Regression 107
  Linear Inequalities in Two Variables 108-113
  Piecewise Functions 114-120
  Graphing Piecewise Functions 121
  Absolute Value Functions 122-128
  Chapter Summary 129-133
  Chapter 2 Standardized Test 134-135
Chapter 3  
  Systems of Linear Equations and Inequalities 136-137
  Chapter 3 Study Guide 138
  Solving Linear Systems by Graphing 139-145
  Graphing Systems of Equations 146
  Combining Equations on a Linear System 147
  Solving Linear Systems Algebraically 148-155
  Graphing and Solving Systems of Linear Inequalities 156-162
  Linear Programming 163-169
  Graphing Linear Equations in Three Variables 170-175
  Solving Systems of Linear Equations in Three Variables 177-184
  Chapter 3 Summary 185-189
  Chapter 3 Standardized Test 190-191
  Cumulative Practice 192-193
Project Applying Chapters 1-3  
  Drawing with Linear Perspective 194-195
Chapter 4  
  Matrices and Determinants 196-197
  Chapter 4 Study Guide 198
  Matrix Operations 199-206
  Using Matrix Operations 207
  Multiplying Matrices 208-213
  Determinants and Cramer's Rule 214-221
  Investigating Identity and Inverse Matrices 222
  Identity and Inverse Matrices 223-229
  Solving Systems Using Inverse Matrices 230-236
  Solving Systems Using Augmented Matrices 237-238
  Chapter 4 Summary 239-243
  Chapter 4 Standardized Test 244-245
Chapter 5  
  Quadratic Functions 246-247
  Chapter 5 Study Guide 248
  Graphing Quadratic Functions 249-255
  Solving Quadratic Equations by Factoring 256-253
  Solving Quadratic Equations by Finding Square Roots 264-270
  Solving Quadratic Equations 271
  Complex Numbers 272-280
  Using Algebra Tiles to Complete the Square 281
  Completing the Square 282-289
  Finding the Maximums and Minimums 290
  The Quadratic Formula and the Discriminant 291-298
  Graphing and Solving Quadratic Inequalities 299-305
  Modeling with Quadratic Functions 306-312
  Chapter 5 Summary 313-317
  Chapter 5 Standardized Test 318-319
Chapter 6  
  Polynomials and Polynomial Functions 320-321
  Chapter 6 Study Guide 332
  Using Properties of Exponents 323-328
  Evaluating and Graphing Polynomial Functions 329-336
  Setting a Good Viewing Window 337
  Adding, Subtracting, and Multiplying Polynomials 338-344
  Factoring and Solving Polynomial Equations 345-351
  The Remainder and Factor Theorems 352-358
  Finding Rational Zeros 359-365
  Using the Fundamental Theorem of Algebra 366-371
  Solving Polynomial Equations 372
  Analyzing Graphs of Polynomial Functions 373-378
  Exploring Finite Differences 379
  Modeling with Polynomial Functions 380-386
  Chapter 6 Summary 387-391
  Chapter 6 Standardized Test 392-393
Cumulative Practice Chapters 1-6 394-395
Project Applying Chapters 4-6 Magic Squares 396-394
Chapter 7  
  Powers, Roots and Radicals 398-399
  Chapter 7 Study Guide 400
  nth Roots and Rational Exponents 401-406
  Properties of Rational Exponents 407-414
  Power Functions and Operations 415-420
  Exploring Inverse Functions 421
  Inverse Functions 422-429
  Graphing Inverse Functions 430
  Graphing Square Root and Cube Root Functions 431-436
  Solving Radical Equations 437-444
  Statistics and Statistical Graphs 445-452
  Using Technology Statistics and Statistical Graphs 453-454
  Chapter 7 Summary 455-459
  Chapter 7 Standardized Test 460-461
Chapter/Title Page
Chapter 8
Exponential and Logarithmic Functions 462-463
Chapter 8 Study Guide 464
Exponential Growth 465-472
Exponential Growth and Decay 473
Exponential Decay 474-479
The Number e 480-485
Logarithmic Functions 486-492
Properties of Logarithms 493-499
Graphing Logarithmic Functions 500
Solving Exponential and Logarithmic Equations 501-508
Modeling with Exponential and Power Functions 509-516
Logistic Growth Functions 517-522
Chapter 8 Summary 523-527
Chapter 8 Standardized Test 528-529
Chapter 9
Rational Equations and Functions 530-531
Chapter 9 Study Guide 532
Investigating Inverse Variation 533
Inverse and Joint Variation 534-539
Graphing Simple Functions 540-545
Graphing Rational Functions 546 547-553
Multiplying and Dividing Rational Expressions 554-560
Operations with Rational Expressions 561
Addition, Subtraction, and Complex Fractions 562-567
Solving Rational Equations 568-574
Chapter 9 Summary 575-579
Chapter 9 Standardized Test 580-581
Cumulative Practice Chapters 1-9 582-583
Project Applying Chapters 7-9 Mathematical Models of Learning 284-585
Chapter 10  
  Quadratic Relations and Conic Sections 586-587
  Chapter 10 Study Guide 588
  The Distance and Midpoint Formulas 589-594
  Parabolas 595-600
  Circles 601-607
  Graphing Circles 608
  Ellipses 609-614
  Hyperbolas 615-621
  Exploring Conic Sections 622
  Graphing and Classifying Conics 623-631
  Solving Quadratic Systems 632-638
  Eccentricity of Conic Sections 639-640
  Chapter 10 Summary 641-645
  Chapter 10 Standardized Test 646-647
Chapter 11  
  Sequences and Series 648-649
  Chapter 11 Study Guide 650
  An Introduction to Sequences and Series 651-657
  Working with Sequences 658
  Arithmetic Sequences and Series 659-665
  Geometric Sequences and Series 666-673
  Investigating an Infinite Geometric Series 674
  Infinite Geometric Series 675-680
  Recursive Rules for Sequences 681-687
  Evaluating Recursive Rules 688
  Mathematical Induction 689-690
  Chapter 11 Summary 691-695
  Chapter 11 Standardized Test 696-697
Chapter 12  
  Probability and Statistics 698-699
  Chapter 12 Study Guide 700
  The Fundamental Counting Principle and Permutations 701-707
  Combinations and Binomial Theorem 708-715
  An Introduction to Probability 716-722
  Generating Random Numbers 723
  Probability of Compound Events 724-729
  Probability of Independent and Dependent Events 730-737
  Investigating Binomial Distributions 738
  Binomial Distributions 739-744
  Constructing a Binomial Distribution 745
  Normal Distributions 746-752
  Expected Value 753-754
  Chapter Summary 755-759
  Chapter 12 Standardized Test 760-761
Cumulative Practice Chapters 1-12 762-763
Project Applying Chapters 10-12 764-765
Chapter 13  
  Trigonometric Ratios and Functions 766-767
  Chapter 13 Study Guide 768
  Right Triangle Trigonometry 769-775
  General Angles and Radian Measure 776-783
  Trigonometric Functions of Any Angle 784-790
  Investigating Inverse Trigonometric Functions 791
  Inverse Trigonometric 792-798
  The Law of Sines 799-806
  The Law of Cosines 807-812
  Parametric Equations and Projectile Motion 813-819
  Graphing Parametric Equations 820
  Chapter 13 Summary 821-825
  Chapter 13 Standardized Test 826-827
Chapter 14
Trigonometric Graphs, Identities, and Equations 828-829
Chapter 14 Study Guide 830
Graphing Sine, Cosine, and Tangent Functions 831-837
Graphing Trigonometric Functions 838
Translating and Reflecting Trigonometric Graphs 839
Translations and Reflections of Trigonometric Graphs 840-847
Verifying Trigonometric Identities 848-854
Solving Trigonometric Equations 855-861
Modeling with Trigonometric Functions 862-868
Using Sum and Difference Formulas 869-874
Using Double-and Half-Angle Formulas 875-882
Chapter 14 Summary 883-887
Chapter 14 Standardized Test 888-889
Cumulative Practice for Chapters 1-14 890-891
Project Applying Chapters 13 & 14 The Mathematics of Music 892-893
Contents of Student Resources 894
Derivations of Key Formulas 895-904
Skills Review Handbook 905-939
Extra Practice 940-960
Table of Symbols 961-970
Mixed Problem Solving 971-984