Hubbard, Elementary and Intermediate Algebra, 3/e
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Elementary Algebra and Intermediate Algebra:
Discovery and Visualization
, Third Edition
Elaine Hubbard - Kennesaw State University
Ronald D. Robinson
ACE Practice Tests
Click on a section title to take the ACE Practice Test
Chapter 1: The Real Number System
1.1
The Real Numbers
1.2
Addition
1.3
Subtraction
1.4
Multiplication
1.5
Division
1.6
Exponents, Square Roots, Order of Operations
1.7
Properties of Real Numbers
Chapter 2: Expressions and Functions
2.1
Algebraic Expressions and Formulas
2.2
Simplifying Expressions
2.3
The Coordinate Plane
2.4
The Graph of an Expression
2.5
Relations and Functions
2.6
Functions: Notation and Evaluation
2.7
Analysis of Functions
Chapter 3: Linear Equations and Inequalities
3.1
Introduction to Linear Equations
3.2
Solving Linear Equations
3.3
Formulas
3.4
Modeling and Problem Solving
3.5
Applications
3.6
Linear Inequalities
3.7
Compound Inequalities
3.8
Absolute Value Equations and Inequalities
Chapter 4: Properties of Lines
4.1
Linear Equations in Two Variables
4.2
Slope of a Line
4.3
Applications of Slope
4.4
Equations of Lines
4.5
Graphs of Linear Inequalities
Chapter 5: SSystems of Linear Equations
5.1
Graphing and Substitution Methods
5.2
The Addition Method
5.3
Systems of Equations in Three Variables
5.4
Matrices and Systems of Equations
5.5
Applications
5.6
Systems of Linear Inequalities
Chapter 6: Exponents and Polynomials
6.1
Properties of Exponents
6.2
Zero and Negative Exponents
6.3
Scientific Notation
6.4
Polynomials
6.5
Multiplication and Special Products
Chapter 7: Factoring
7.1
Common Factors and Grouping
7.2
Special Factoring
7.3
Factoring Trinomials of the Form
ax
2
+ bx + c
7.4
Solving Equations by Factoring
7.5
Division
Chapter 8: Rational Expressions
8.1
Introduction to Rational Expressions
8.2
Multiplication and Division
8.3
Addition and Subtraction
8.4
Complex Fractions
8.5
Equations with Rational Expressions
8.6
Applications
Chapter 9: Radical Expressions
9.1
Radicals
9.2
Rational Exponents
9.3
Properties of Rational Exponents
9.4
The Product Rule for Radicals
9.5
The Quotient Rule for Radicals
9.6
Operations with Radicals
9.7
Equations with Radicals and Exponents
9.8
Complex Numbers
Chapter 10: Quadratic Equations
10.1
Special Methods
10.2
Completing the Square
10.3
The Quadratic Formula
10.4
Equations in Quadratic Form
10.5
Applications
10.6
Quadratic Inequalities
10.7
Quadratic Functions
Chapter 11: Exponential and Logarithmic Functions
11.1
Algebra of Functions
11.2
Inverse Functions
11.3
Exponential Functions
11.4
Logarithmic Functions
11.5
Properties of Logarithms
11.6
Exponential and Logarithmic Equations
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