An edition of Intermediate algebra for college students
(2009)
Intermediate algebra for college students
Custom edition for Montgomery College Takoma Park/Silver Spring Campus.
by Robert Blitzer
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| Edition | Availability |
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1
Intermediate algebra for college students
2009, Pearson Prentice Hall
in English
- Custom edition for Montgomery College Takoma Park/Silver Spring Campus.
0555050696 9780555050699
|
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WorldCat
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2
Intermediate algebra for college students
2009, Pearson Learning Solutions
in English
- 2nd custom ed.
1256299758 9781256299752
|
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Libraries near you:
WorldCat
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Book Details
Table of Contents
A brief guide to getting the most from this book --
Preface --
To the student --
About the author -- -- ch. 1.
Algebra, mathematical models, and problem solving -- -- 1.1.
Algebraic expressions and real numbers -- -- 1.2.
Operations with real numbers and simplifying algebraic expressions -- -- 1.3
Graphing equations -- -- 1.4.
Solving linear equations -- -- 1.5.
Problem solving and using formulas -- -- 1.6.
Properties of integral exponents -- -- 1.7.
Scientific notation -- -- ch. 2.
Functions and linear functions -- -- 2.1.
Introduction to functions -- -- 2.2.
Graphs of functions -- -- 2.3.
The algebra of functions -- -- 2.4.
LInear functions and slope -- -- 2.5.
The point-slope form of the equation of a line -- -- ch. 3.
Systems of linear equations -- -- 3.1.
Systems of linear equations in two variables -- -- 3.2.
Problem solving and business applications using systems of equations -- -- 3.3.
Systems of linear equations in three variables -- -- 3.4.
Matrix solutions to linear systems -- -- 3.5.
Determinants and Cramer's rule.
ch. 4.
Inequalities and problem solving -- -- 4.1.
Solving linear inequalities -- -- 4.2.
Compound inequalities -- -- 4.3.
Equations and inequalities involving absolute value -- -- 4.4 .
Linear inequalities in two variables -- -- 4.5.
Linear programming -- -- ch. 5.
Polynomials, polynomial functions, and factoring -- -- 5.1.
Introduction to polynomials and polynomial functions -- -- 5.2.
Multiplication of polynomials -- -- 5.3.
Greatest common factors and factoring by grouping -- -- 5.4.
Factoring trinomials -- -- 5.5.
Factoring special forms -- -- 5.6.
A general factoring strategy -- -- 5.7.
Polynomial equations and their applications -- -- ch. 6.
Rational expressions, functions, and equations -- -- 6.1.
Rational expressions and functions : multiplying and dividing -- -- 6.2.
Adding and subtracting rational expressions -- -- 6.3.
Complex rational expressions -- -- 6.4.
Division of polynomials -- -- 6.5.
Synthetic division and the remainder theorem -- -- 6.6.
Rational equations -- -- 6.7.
Formulas and applications of rational equations -- -- 6.8.
Modeling using variation.
ch. 7.
Radicals, radical functions, and rational exponents -- -- 7.1.
Radical expressions and functions -- -- 7.2.
Rational exponents -- -- 7.3.
Multiplying and simplifying radical expressions -- -- 7.4.
Adding, subtracting, and dividing racial expressions -- -- 7.5.
Multiplying with more than one term and rationalizing denominators -- -- 7.6.
Radical equations -- -- 7.7.
Complex numbers -- -- ch. 8.
Quadratic equations and functions -- -- 8.1.
The square root property and completing the square -- -- 8.2.
The quadratic formula -- -- 8.3.
Quadratic functions and their graphs -- -- 8.4.
Equations quadratic in form -- -- 8.5.
Polynomial and rational inequalities -- -- ch. 9.
Exponential and logarithmic functions -- -- 9.1.
Exponential functions -- -- 9.2.
Composite and inverse functions -- -- 9.3.
Logarithmic functions -- -- 9.4.
Properties of logarithms -- -- 9.5.
Exponential and logarithmic equations -- -- 9.6.
Exponential growth and decay ; modeling data.
ch. 10.
Conic sections and systems of nonlinear equations -- -- 10.1.
Distance and midpoint formulas ; circles -- -- 10.2.
The ellipse -- -- 10.3.
The hyperbola -- -- 10.4.
The parabola ; identifying conic sections -- -- 10.5.
Systems of nonlinear equations in two variables -- -- ch. 11.
Sequences, series, and the binomial theorem -- -- 11.1.
Sequences and summation notation -- -- 11.2.
Arithmetic sequences -- -- 11.3.
Geometric sequences and series -- -- 11.4.
The binomial theorem --
Appendix --
Where did that come from? Selected proofs --
Answers to selected exercises --
Applications index --
Subject index --
Photo credits.
Edition Notes
Includes index.
Textbook.
Taken from Intermediate Algebra for College Students, Fifth Edition.
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