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Addison-Wesley / Prentice Hall

Mathematics

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Intermediate Algebra, 9/E
Marvin L. Bittinger, Indiana University Purdue University Indianapolis

ISBN-10: 0201746328
ISBN-13:  9780201746327

Publisher:  Addison-Wesley
Copyright:  2003
Format:  Paper; 960 pp
Published:  11/08/2002
New edition available
  This item has been replaced by Intermediate Algebra, 10/E.



As you have come to expect when you see the Bittinger name, Intermediate Algebra, Ninth Edition continues to offer you and your students a completely integrated text and supplements package that will help your students succeed not only in this course, but in future courses as well. In addition to an exceptional 4-color text that has been significantly revised with respect to design and a new art program, students can also expand their learning via the Digital Video Tutor, MathXL, the Addison-Wesley Math Tutor Center, and now MyMathLab.

Intermediate Algebra, Ninth Edition continues to bring students the Bittinger hallmark five-step problem-solving process, a clear, easy-to-read writing style, real-data applications, a superior supplements package, and most of all - an accurate text.

  • Student-Oriented Applications This text encourages students to see and interpret the mathematics that appears every day in the world around them. Throughout the writing process, an energetic search for real-data applications was conducted, and the result is a wide variety of examples and exercises that connect the mathematical content with the real world.
  • Chapter Pretests allow students to test themselves before beginning each chapter, helping them to identify material that may be familiar as well as targeting material that may be new or especially challenging. These can also be used by instructors to assess the level and background of the class a as a whole.
  • Objective Boxes At the beginning of each section, a boxed list of objectives is keyed by letter to section subheadings, as well as to the exercises in the Pretest, section-level exercise sets, and Summary and Review, and to the answers to the Chapter Test and Cumulative Review questions. This correlation enables students to easily find appropriate review material if they need help with a particular exercise or skill.
  • Caution Boxes Found at relevant points throughout the text, boxes with the “Caution!" heading warn students of common misconceptions or errors made in performing a particular mathematical operation or skill.
  • Calculator Corners Where appropriate throughout the text, students see optional Calculator Corners. This feature is designed specifically with intermediate algebra students in mind, giving them keystrokes as appropriate, and is accompanied by exercises for students to try on their own.
  • Algebraic-Graphical Connections To give students a better visual understanding of algebra, Algebraic-Graphical Connections make the algebra at hand more meaningful by connecting it to a graphical representation.
  • Discussion and Writing Exercises Designed to help students develop deeper comprehension of critical concepts, two Discussion and Writing exercises (indicated by a DW symbol) are found in each exercise set and Summary and Review to encourage students to think about, write, and verbalize key mathematical ideas in the chapter. Discussion and Writing exercises are suitable for either individual or group work.
  • Skill Maintenance Exercises Located in each exercise set, these exercises review concepts from previous sections in the text to prepare students for their final examination. Section and objective codes appear next to each Skill Maintenance exercise for easy reference, and in response to user feedback, the overall number of Skill Maintenance exercises has been increased.
  • Synthesis Exercises Located in every exercise set, Summary and Review, Chapter Test, and Cumulative Review, Synthesis Exercises help build critical-thinking skills by requiring students to synthesize or combine learning objectives from the current section as well as from preceding text sections.

  • Adjunct Support Manual This manual includes resources designed to help both new and adjunct faculty with course preparation and classroom management as well as offering helpful teaching tips.
  • Eighth Edition Section 2.6, Finding Equations of Lines has been expanded to include the point-slope equation.
  • Material in Section 2.7 in the Eighth Edition, Mathematical Modeling with Linear Functions, has been integrated into other sections of Chapter 2 in the Ninth Edition.
  • Eighth Edition Section 3.2 is now split into two sections, 3.2 and 3.3.
  • Eighth Edition Section 4.3 is now split into two sections, 4.3 and 4.4.
  • The presence of real data has been expanded and is frequently featured in a table format, similar to the way students will encounter it in newspapers and magazines.
  • Chapter Openers are now on a two-page spread with exceptional artwork that is tied to a motivating real-world application to engage students and prepare them for the upcoming chapter material.
  • Study Tips Previously called “Improving Your Math Study Skills,” a variety of Study Tips throughout the text give students pointers on how to develop good study habits as they progress through the course. At times short snippets and at other times more lengthy discussions, these Study Tips encourage students to input information and get involved in the learning process. These features can also be used in conjunction with Bittinger's “Math Study Skills for Students” videotape.
  • Updated Applications A large number of the applications are new to this edition, and many are drawn from the fields of business and economics, life and physical sciences, social sciences, and areas of general interest such as sports and daily life.
  • Art Program Today's students are often visually oriented and their approach to a printed page is no exception. To appeal to students, the artwork in this edition is more dynamic and there are more photographs and art pieces overall to enhance the greater emphasis on real data and applications. To encourage students to understand the relevance of mathematics, many applications are enhanced by graphs and drawings similar to those found in today's newspapers and magazines.

(All Chapters begin with a Pretest and end with Summary and Review, Chapter Test, and, with the exception of Chapter One, a Cumulative Review.)

R. Review of Basic Algebra.


I. OPERATIONS.

The Set of Real Numbers.

Operations with Real Numbers.

Exponential Notation and Order of Operations.



II. MANIPULATIONS.

Introduction to Algebraic Expressions.

Equivalent Algebraic Expressions.

Simplifying Algebraic Expressions.

Properties of Exponents and Scientific Notation.



1. Solving Linear Equations and Inequalities.

Solving Equations.

Formulas and Applications.

Applications and Problem Solving.

Sets, Inequalities, and Interval Notation.

Intersections, Unions, and Compound Inequalities.

Absolute-Value Equations and Inequalities.



2. Graphs, Functions, and Applications.

Graphs of Equations.

Functions and Graphs.

Finding Domain and Range.

Linear Functions: Graphs and Slope.

More on Graphing Linear Equations.

Finding Equations of Lines; Applications.



3. Systems of Equations.

Systems of Equations in Two Variables.

Solving by Substitution.

Solving by Elimination.

Solving Applied Problems: Two Equations.

Systems of Equations in Three Variables.

Solving Applied Problems: Three Equations.

Systems of Inequalities in Two Variables.

Business and Economic Applications.



4. Polynomials and Polynomial Functions.

Introduction to Polynomials and Polynomial Functions.

Multiplication of Polynomials.

Introduction to Factoring.

Factoring Trinomials: x2 + bx + c.

Factoring Trinomials: ax2 + bx + c, a <F128>Ö 1.

Special Factoring.

Factoring: A General Strategy.

Applications of Polynomial Equations and Functions.



5. Rational Expressions, Equations, and Functions.

Rational Expressions and Functions: Multiplying, Dividing, and Simplifying.

LCMs, LCDs, Addition, and Subtraction.

Division of Polynomials.

Complex Rational Expressions.

Solving Rational Equations.

Applications and Problem Solving.

Formulas and Applications.

Variation and Applications.



6. Radical Expressions, Equations, and Functions.

Radical Expressions and Functions.

Rational Numbers as Exponents.

Simplifying Radical Expressions.

Addition, Subtraction, and More Multiplication.

More on Division of Radical Expressions.

Solving Radical Equations.

Applications Involving Powers and Roots.

The Complex Numbers.



7. Quadratic Equations and Functions.

The Basics of Solving Quadratic Equations.

The Quadratic Formula.

Applications Involving Quadratic Equations.

More on Quadratic Equations.

Graphs of Quadratic Functions: f(x) = a(x - h)2 + k.

Graphs of Quadratic Functions: f(x) = ax2 + bx + c.

Modeling with Quadratic Functions.

Polynomial and Rational Inequalities.



8. Exponential and Logarithmic Functions.

Exponential Functions.

Inverse and Composite Functions.

Logarithmic Functions.

Properties of Logarithmic Functions.

Natural Logarithmic Functions.

Solving Exponential and Logarithmic Equations.

Modeling with Exponential and Logarithmic Functions.



9. Conic Sections.

Parabolas and Circles.

Ellipses.

Hyperbolas.

Nonlinear Systems of Equations.



Appendixes.

Appendix A: Handling Dimension Symbols.

Appendix B: Determinants and Cramer's Rule.

Appendix C: Elimination Using Matrices.

Appendix D: The Algebra of Functions.

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    Bittinger
    ©2007 | Addison-Wesley | Paper; 960 pp | Instock
    ISBN-10: 0321319087 | ISBN-13: 9780321319081
    Brief Description | Buy from myPearsonStore

Marvin Bittinger- For over thirty years Professor Marvin L. Bittinger has been teaching math at the university level. Since 1968 he has been employed as a professor of mathematics education at Indiana University - Purdue University at Indianapolis. Professor Bittinger has authored 159 publications on topics ranging from Basic Mathematics to Algebra and Trigonometry to Brief Calculus. He received his BA in Mathematics from Manchester College in 1963 and his PhD in Mathematics Education from Purdue University in 1968. Special honors include being Distinguished Visiting Professor at the United States Air Force Academy and being elected to the Manchester College Board of Trustees from 1992 to 1999. His hobbies include hiking, baseball, golf, and bowling and he enjoys membership in the Professional Bowler's Association and the Society for the Advancement of Baseball Research.

Professor Bittinger has also had the privilege of speaking at a recent mathematics convention giving a lecture entitled, Baseball and Mathematics. In addition, he also has an interest in philosophy and theology, in particular, apologetics. Professor Bittinger currently lives in Carmel, Indiana with his wife Elaine. He has two grown and married sons, Lowell and Chris, and three grandchildren.

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