College Algebra Textbook, Test Bank

College Algebra TextBook by OpenStax plus MCQ, Essay Questions & Key Terms

College Algebra provides a comprehensive exploration of algebraic principles and meets scope and sequence requirements for a typical introductory algebra course. The modular approach and richness of content ensure that the book meets the needs of a variety of courses. College Algebra offers a wealth of examples with detailed, conceptual explanations, building a strong foundation in the material before asking students to apply what they’ve learned.

* Complete Textbook by OpenStax

* Multiple Choices Questions (MCQ)

* Essay Questions Flash Cards

* Key-Terms Flash Cards

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1. Prerequisites

Introduction to Prerequisites

1.1. Real Numbers: Algebra Essentials

1.2. Exponents and Scientific Notation

1.3. Radicals and Rational Exponents

1.4. Polynomials

1.5. Factoring Polynomials

1.6. Rational Expressions

2. Equations and Inequalities

Introduction to Equations and Inequalities

2.1. The Rectangular Coordinate Systems and Graphs

2.2. Linear Equations in One Variable

2.3. Models and Applications

2.4. Complex Numbers

2.5. Quadratic Equations

2.6. Other Types of Equations

2.7. Linear Inequalities and Absolute Value Inequalities

3. Functions

Introduction to Functions

3.1. Functions and Function Notation

3.2. Domain and Range

3.3. Rates of Change and Behavior of Graphs

3.4. Composition of Functions

3.5. Transformation of Functions

3.6. Absolute Value Functions

3.7. Inverse Functions

4. Linear Functions

Introduction to Linear Functions

4.1. Linear Functions

4.2. Modeling with Linear Functions

4.3. Fitting Linear Models to Data

5. Polynomial and Rational Functions

Introduction to Polynomial and Rational Functions

5.1. Quadratic Functions

5.2. Power Functions and Polynomial Functions

5.3. Graphs of Polynomial Functions

5.4. Dividing Polynomials

5.5. Zeros of Polynomial Functions

5.6. Rational Functions

5.7. Inverses and Radical Functions

5.8. Modeling Using Variation

6. Exponential and Logarithmic Functions

Introduction to Exponential and Logarithmic Functions

6.1. Exponential Functions

6.2. Graphs of Exponential Functions

6.3. Logarithmic Functions

6.4. Graphs of Logarithmic Functions

6.5. Logarithmic Properties

6.6. Exponential and Logarithmic Equations

6.7. Exponential and Logarithmic Models

6.8. Fitting Exponential Models to Data

7. Systems of Equations and Inequalities

Introduction to Systems of Equations and Inequalities

7.1. Systems of Linear Equations: Two Variables

7.2. Systems of Linear Equations: Three Variables

7.3. Systems of Nonlinear Equations and Inequalities: Two Variables

7.4. Partial Fractions

7.5. Matrices and Matrix Operations

7.6. Solving Systems with Gaussian Elimination

7.7. Solving Systems with Inverses

7.8. Solving Systems with Cramer's Rule

8. Analytic Geometry

Introduction to Analytic Geometry

8.1. The Ellipse

8.2. The Hyperbola

8.3. The Parabola

8.4. Rotation of Axes

8.5. Conic Sections in Polar Coordinates

9. Sequences, Probability, and Counting Theory

Introduction to Sequences, Probability and Counting Theory

9.1. Sequences and Their Notations

9.2. Arithmetic Sequences

9.3. Geometric Sequences

9.4. Series and Their Notations

9.5. Counting Principles

9.6. Binomial Theorem

9.7. Probability

大学代数教科书OpenStax加MCQ，作文题及关键术语

大学代数提供的代数原则的综合勘探，并符合对典型的入门代数课程范围和顺序要求。模块化的方式和内容的丰富保证书满足各种课程的需要。大学代数提供了丰富的详细的，概念解释的例子，要求学生运用所学前，建设中的材料了坚实的基础。

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*多选择问题（MCQ）

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1.先决条件

简介先决条件

1.1。实数：代数要点

1.2。指数和科学记数法

1.3。自由基和Rational指数

1.4。多项式

1.5。保多项式

1.6。有理表达式

2.方程和不等式

介绍方程与不等式

2.1。直角坐标系统和图形

2.2。线性方程组的一个变量

2.3。模型及应用

2.4。复数

2.5。二次方程

2.6。方程的其他类型

2.7。线性不等式和绝对值不等式

3.功能

功能介绍

3.1。函数和函数符号

3.2。定义域和值域

3.3。变化率和图形的行为

3.4。功能组成

3.5。职能的转变

3.6。绝对值函数

3.7。反函数

4.线性函数

介绍线性函数

4.1。线性函数

4.2。线性函数建模

4.3。拟合线性模型，对数据

5.多项式和有理函数

介绍多项式和有理函数

5.1。二次函数

5.2。幂函数和多项式函数

5.3。多项式函数图像

5.4。多项式除以

5.5。多项式函数的零点

5.6。有理函数

5.7。逆和激进功能

5.8。建模用变异

6.指数和对数函数

简介指数和对数函数

6.1。指数函数

6.2。指数函数图像

6.3。对数函数

6.4。对数函数图像

6.5。对数属性

6.6。指数和对数方程

6.7。指数函数和对数模型

6.8。拟合指数模型到数据

7.方程和不等式的系统

简介方程和不等式的系统

7.1。线性方程组：两个变量

7.2。线性方程组：三个变数

7.3。非线性方程和不等式的系统：两个变量

7.4。部分分式。

7.5。矩阵和矩阵运算

7.6。解决系统的高斯消元

7.7。与逆求解系统

7.8。解决系统的克莱姆法则

8.解析几何

介绍解析几何

8.1。椭圆

8.2。双曲线

8.3。抛物线

8.4。轴旋转的

8.5。在极坐标圆锥曲线

9.序列，概率，和计数理论

介绍序列，概率论与数计数理论

9.1。序列及其不缩

9.2。等差数列

9.3。等比数列

9.4。系列及其不缩

9.5。计数原理

9.6。二项式定理

9.7。可能性