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Chapter 1 Functions And Graphs 88% Complete

  1. 1.1: Modeling and Equation Solving  pp 81 Quick Review 100% complete
  2.   pp 81 Section 1.1 Exercises 100%
  3. 1.2: Functions and Their Properties  pp 101 Quick Review 1.2 100%
  4.   pp 102 Section 1.2 Exercises 95%
  5. 1.3: Twelve Basic Functions  pp 113 Section 1.3 Exercises 88%
  6.   pp 113 Quick Review 1.3 100%
  7. 1.4: Building Functions from Functions  pp 124 Quick Review 1.4 100%
  8.   pp 124 Section 1.4 Exercises 100%
  9. 1.5: Parametric Relations and Inverses  pp 135 Quick Review 1.5 100%
  10.   pp 135 Section 1.5 Exercises 83%
  11. 1.6: Graphical Transformations  pp 147 Section 1.6 Exercises 69%
  12.   pp 147 Quick Review 1.6 100%
  13. 1.7: Modeling with Functions  pp 160 Quick Review 1.7 70%
  14.   pp 160 Section 1.7 Exercises 69%
  15.   pp 165 Chapter 1 Review Exercises 89%

Chapter 2 Polynomial, Power, And Rational Functions 73% Complete

  1. 2.1: Linear and Quadratic Functions and Modeling  pp 182 Section 2.1 Exercises 98% complete
  2.   pp 182 Quick Review 2.1 100%
  3. 2.2: Power Functions with Modeling  pp 196 Section 2.2 Exercises 78%
  4.   pp 196 Quick Review 2.2 100%
  5. 2.3: Polynomial Functions of Higher Degree with Modeling  pp 208 Quick Review 2.3 100%
  6.   pp 209 Section 2.3 Exercises 84%
  7. 2.4: Real Zeros of Polynomial Functions  pp 223 Section 2.4 Exercises 61%
  8.   pp 223 Quick Review 2.4 100%
  9. 2.5: Complex Zeros and the Fundamental Theorem of Algebra  pp 233 Quick Review 2.5 75%
  10.   pp 234 Section 2.5 Exercises 71%
  11. 2.6: Graphs of Rational Functions  pp 245 Quick Review 2.6 100%
  12.   pp 245 Section 2.6 Exercises 89%
  13. 2.7: Solving Equations in One Variable  pp 253 Section 2.7 Exercises 94%
  14.   pp 253 Quick Review 2.8 100%
  15. 2.8: Solving Inequalities in One Variable  pp 264 Section 2.8 Exercises 34%
  16.   pp 264 Quick Review 2.8 100%
  17.   pp 269 Chapter 2 Review Exercises 52%

Chapter 3 Exponential, Logistic, And Logarithmic Functions 94% Complete

  1. 3.1: Exponential and Logistic Functions  pp 286 Quick Review 3.1 100% complete
  2.   pp 286 Section 3.1 Exercises 100%
  3. 3.2: Exponential and Logistic Modeling  pp 296 Section 3.2 Exercises 94%
  4.   pp 296 Quick Review 3.2 100%
  5. 3.3: Logarithmic Functions  pp 308 Section 3.3 Exercises 96%
  6.   pp 308 Quick Review 3.3 100%
  7. 3.4: Properties of Logarithmic Functions  pp 316 Quick Review 3.4 100%
  8.   pp 317 Section 3.4 Exercises 89%
  9. 3.5: Equation Solving and Modeling  pp 330 Quick Review 3.5 100%
  10.   pp 331 Section 3.5 Exercises 91%
  11. 3.6: Mathematics of Finance  pp 341 Section 3.6 Exercises 89%
  12.   pp 341 Quick Review 3.6 100%
  13.   pp 344 Chapter 3 Review Exercises 94%

Chapter 4 Trigonometric Functions 94% Complete

  1. 4.1: Angles and Their Measure  pp 356 Section 4.1 Exercises 91% complete
  2.   pp 356 Quick Review 4.1 100%
  3. 4.2: Trigonometric Functions of Acute Angles  pp 366 Quick Review 4.2 100%
  4.   pp 366 Section 4.2 Exercises 97%
  5. 4.3: Trigonometry Extended: The Circular Functions  pp 380 Quick Review 4.3 100%
  6.   pp 381 Section 4.3 Exercises 97%
  7. 4.4: Graphs of Sine and Cosine: Sinusoids  pp 392 Section 4.4 Exercises 91%
  8.   pp 392 Quick Review 4.4 100%
  9. 4.5: Graphs of Tangent, Cotangent, Secant, and Cosecant  pp 400 Quick Review 4.5 100%
  10.   pp 401 Section 4.5 Exercises 96%
  11. 4.6: Graphs of Composite Trigonometric Functions  pp 411 Quick Review 4.6 100%
  12.   pp 411 Section 4.6 Exercises 99%
  13. 4.7: Inverse Trigonometric Functions  pp 421 Quick Review 4.7 100%
  14.   pp 421 Section 4.7 Exercises 91%
  15. 4.8: Solving Problems with Trigonometry  pp 431 Section 4.8 Exercises 85%
  16.   pp 431 Quick Review 4.8 100%
  17.   pp 439 Chapter 4 Review Exercises 99%

Chapter 5 Analytic Trigonometry 75% Complete

  1. 5.1: Fundamental Identities  pp 451 Section 5.1 Exercises 91% complete
  2.   pp 451 Quick Review 5.1 100%
  3. 5.2: Proving Trigonometric Identities  pp 460 Section 5.2 Exercises 83%
  4.   pp 460 Quick Review 5.2 100%
  5. 5.3: Sum and Difference Identities  pp 468 Quick Review 5.3 100%
  6.   pp 468 Section 5.3 Exercises 74%
  7. 5.4: Multiple-Angle Identities  pp 475 Quick Review 5.4 100%
  8.   pp 475 Section 5.4 Exercises 75%
  9. 5.5: The Law of Sines  pp 484 Section 5.5 Exercises 72%
  10.   pp 484 Quick Review 5.5 100%
  11. 5.6: The Law of Cosines  pp 493 Quick Review 5.6 40%
  12.   pp 494 Section 5.6 Exercises 73%
  13.   pp 497 Chapter 5 Review Exercises 44%

Chapter 6 Applications Of Trigonometric Functions 52% Complete

  1. 6.1: Vectors in the Plane  pp 511 Section 6.1 Exercises 60% complete
  2.   pp 511 Quick Review 6.1 100%
  3. 6.2: Dot Product of Vectors  pp 519 Quick Review 6.2 80%
  4.   pp 519 Section 6.2 Exercises 65%
  5. 6.3: Parametric Equations and Motion  pp 529 Quick Review 6.3 14%
  6.   pp 530 Section 6.3 Exercises 57%
  7. 6.4: Polar Coordinates  pp 539 Quick Review 6.4 100%
  8.   pp 539 Section 6.4 Exercises 78%
  9. 6.5: Graphs of Polar Equations  pp 547 Quick Review 6.5 0%
  10.   pp 548 Section 6.5 Exercises 44%
  11. 6.6: De Moivre's Theorem and nth Roots  pp 558 Quick Review 6.6 0%
  12.   pp 559 Section 6.6 Exercises 36%
  13.   pp 561 Chapter 6 Review Exercises 35%

Chapter 7 Systems And Matrices 67% Complete

  1. 7.1: Solving Systems of Two Equations  pp 575 Quick Review 7.1 90% complete
  2.   pp 575 Section 7.1 Exercises 71%
  3. 7.2: Matrix Algebra  pp 590 Quick Review 7.2 80%
  4.   pp 590 Section 7.2 Exercises 72%
  5. 7.3: Multivariate Linear Systems and Row Operations  pp 603 Quick Review 7.3 83%
  6.   pp 604 Section 7.3 Exercises 77%
  7. 7.4: Partial Functions  pp 612 Quick Review 7.4 60%
  8.   pp 614 Section 7.4 Exercises 80%
  9. 7.5: Systems of Inequalities in Two Variables  pp 623 Section 7.5 Exercises 66%
  10.   pp 623 Quick Review 7.5 90%
  11.   pp 626 Chapter 7 Review Exercises 31%

Chapter 8 Analytic Geometry In Two And Three Dimensions 79% Complete

  1. 8.1: Conic Sections and Parabolas  pp 640 Quick Review 8.1 50% complete
  2.   pp 641 Section 8.1 Exercises 78%
  3. 8.2: Ellipses  pp 653 Section 8.2 Exercises 93%
  4.   pp 653 Quick Review 8.2 10%
  5. 8.3: Hyperbolas  pp 663 Quick Review 8.3 0%
  6.   pp 663 Section 8.3 Exercises 90%
  7. 8.4: Translation and Rotation of Axes  pp 672 Quick Review 8.4 0%
  8.   pp 673 Section 8.4 Exercises 91%
  9. 8.5: Polar Equations of Conics  pp 681 Quick Review 8.5 0%
  10.   pp 682 Section 8.5 Exercises 76%
  11. 8.6: Three-Dimensional Cartesian Coordinate System  pp 693 Section 8.6 Exercises 82%
  12.   pp 693 Quick Review 8.6 0%
  13.   pp 696 Chapter 8 Review Exercises 95%

Chapter 9 Discrete Mathematics 52% Complete

  1. 9.1: Basic Combinatorics  pp 707 Quick Review 9.1 100% complete
  2.   pp 708 Section 9.1 Exercises 100%
  3. 9.2: The Binomial Theorem  pp 715 Quick Review 9.2 100%
  4.   pp 715 Section 9.2 Exercises 60%
  5. 9.3: Probability  pp 728 Quick Review 9.3 100%
  6.   pp 728 Section 9.3 Exercises 77%
  7. 9.4: Sequences  pp 739 Quick Review 9.4 100%
  8.   pp 739 Section 9.4 Exercises 74%
  9. 9.5: Series  pp 749 Quick Review 9.5 90%
  10.   pp 749 Section 9.5 Exercises 47%
  11. 9.6: Mathematical Induction  pp 756 Section 9.6 Exercises 24%
  12.   pp 756 Quick Review 9.6 30%
  13. 9.7: Statistics and Data (Graphical)  pp 767 Quick Review 9.7 60%
  14.   pp 768 Section 9.7 Exercises 57%
  15. 9.8: Statistics and Data (Algebraic)  pp 782 Section 9.8 Exercises 2%
  16.   pp 786 Chapter 9 Review Exercises 22%

Chapter 10 An Introduction To Calculus: Limits, Derivatives, And ... 80% Complete

  1. 10.1: Limits and Motion: The Tangent Problem  pp 801 Quick Review 10.1 100% complete
  2.   pp 801 Section 10.1 Exercises 98%
  3. 10.2: Limits and Motion: The Area Problem  pp 809 Quick Review 10.2 100%
  4.   pp 810 Section 10.2 Exercises 98%
  5. 10.3: More on Limits  pp 822 Quick Review 10.3 25%
  6.   pp 822 Section 10.3 Exercises 99%
  7. 10.4: Numerical Derivatives and Integrals  pp 831 Quick Review 10.4 100%
  8.   pp 832 Section 10.4 Exercises 14%
  9.   pp 836 Chapter 10 Review Exercises 73%

Chapter Prerequisites P 84% Complete

  1. P.1: Real Numbers  pp 10 Quick Review P.1 100% complete
  2.   pp 11 Section P.1 Exercises 95%
  3. P.2: Cartesian Coordinate System  pp 20 Section P.2 Exercises 70%
  4.   pp 20 Quick Review P.2 80%
  5. P.3: Linear Equations and Inequalities  pp 28 Quick Review P.3 100%
  6.   pp 29 Section P.3 Exercises 65%
  7. P.4: Lines in the Plane  pp 40 Section P.4 Exercises 63%
  8.   pp 40 Quick Review P.4 100%
  9. P.5: Solving Equations Graphically, Numerically, and Algebraically  pp 50 Section P.5 Exercises 59%
  10.   pp 50 Quick Review P.5 80%
  11. P.6: Complex Numbers  pp 57 Quick Review P.6 100%
  12.   pp 57 Section P.6 Exercises 88%
  13. P.7: Solving Inequalities Algebraically and Graphically  pp 63 Quick Review 100%
  14.   pp 64 Section P.7 Exercises 93%
  15.   pp 66 Chapter P Review Exercises 82%

Not your textbook? Here are some other editions. They can be close; check the cover! (see all)

Calculus: Graphical, Numerical, Algebraic (Finney, Demana, et al), 4th Edition Precalculus: Graphical, Numerical, Algebraic, 8th Edition Calculus: Graphical, Numerical, Algebraic, 3rd Edition Precalculus: Graphical, Numerical, Algebraic, 7th Edition Precalculus: Graphical, Numerical, Algebraic (Texas) (Demana et al), 7th Edition Calculus: Graphical, Numerical, Algebraic, 4th Edition Calculus: Graphical, Numeric, Algebraic (Finney, Demana, et al), 3rd Edition Calculus: A Complete Course, Second Edition Precalculus Mathematics: A Graphing Approach , 3rd Edition Precalculus: Graphical, Numerical, Algebraic (Demana et al), 6th Edition Precalculus: Graphical, Numerical, Algebraic, 8th Edition Calculus: A Complete Course

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