Nguồn ngoài

FCC DS 21 Finite Mathematics - Spring 2023

Written by Rupinder Sekhoh and Roberta Bloom, remixed and edited by JoEllen Green

Statistics

Tác giả: JoEllen Green
Nhà xuất bản: Fresno City College
Nguồn: LibreTexts
Giấy phép: CC BY-NC-SA
Ngôn ngữ: EN
Danh mục: Khoa học cơ bản

Đọc trực tuyến Tải PDF (nguồn mở)

Mục lục· 134 mục

01: Linear Equations
1.01: Graphing a Linear Equation
1.1.01: Graphing a Linear Equation (Exercises)
1.02: Slope of a Line
1.2.01: Slope of a Line (Exercises)
1.03: Determining the Equation of a Line
1.3.01: Determining the Equation of a Line (Exercises)
1.04: Applications
1.4.01: Applications (Exercises)
1.05: More Applications
1.5.01: More Applications (Exercises)
1.06: Chapter Review
02: Inequalities
2.01: Properties of Inequalities
2.02: Solving and Graphing Inequalities and Writing Answers in Interval Notation
2.03: 2.3 Set Builder Notation
2.04: Rational Inequalities
03: Functions
3.01: Functions and Function Notation
3.02: Domain and Range
3.03: Piecewise-Defined Functions
3.04: Absolute Value
3.05: Absolute Value Equations
3.06: Break-Even Analysis (Sink or Swim)
3.07: Applications
3.7.01: Applications (Exercises)
3.08: More Applications
3.8.01: More Applications (Exercises)
3.09: Quadratic Functions
3.9E: Quadratic Functions (Exercises)
3.10: Power Functions and Polynomial Functions
3.11: Graphs of Polynomial Functions
3.12: Graphing Rational Functions
04: Exponential and Logarithmic Functions
4.01: Prelude to Exponential and Logarithmic Functions
4.02: Exponential Growth and Decay Models
4.2.01: Exponential Growth and Decay Models (Exercises)
4.03: Graphs and Properties of Exponential Growth and Decay Functions
4.3.01: Graphs and Properties of Exponential Growth and Decay Functions (Exercises)
4.04: Logarithms and Logarithmic Functions
4.4.01: Logarithms and Logarithmic Functions (Exercises)
4.05: Graphs and Properties of Logarithmic Functions
4.5.01: Graphs and Properties of Logarithmic Functions (Exercises)
4.06: Exponential and Logarithmic Equations
4.07: Chapter Review
4.E: Exponential and Logarithmic Functions (Exercises)
05: Introduction to Calculus
5.01: Prelude to Calculus
5.02: Finding Limits - Numerical and Graphical Approaches
5.03: Finding Limits - Properties of Limits
5.04: Continuity
5.05: Derivatives
5.E: Introduction to Calculus (Exercises)
1.01: 5.6 Derivatives of Polynomials
5.R: Introduction to Calculus (Review)
06: Mathematics of Finance
6.01: Simple and Compound Interest
6.1.01: Simple and Compound Interest (Exercises)
6.02: Annuities and Sinking Funds
6.2.01: Annuities and Sinking Funds (Exercises)
6.03: Present Value of an Annuity and Installment Payment
6.3.01: Present Value of an Annuity and Installment Payment (Exercises)
6.04: Miscellaneous Application Problems
6.4.01: Miscellaneous Application Problems (Exercises)
6.05: Classification of Finance Problems
6.5.01: Classification of Finance Problems (Exercises)
6.06: Chapter Review
07: Matrices
7.01: Introduction to Matrices
7.1.01: Introduction to Matrices (Exercises)
7.02: Systems of Linear Equations and the Gauss-Jordan Method
7.2.01: Systems of Linear Equations and the Gauss-Jordan Method (Exercises)
7.03: Systems of Linear Equations Special Cases
7.3.01: Systems of Linear Equations Special Cases (Exercises)
7.04: Inverse Matrices
7.4.01: Inverse Matrices (Exercises)
7.05: Application of Matrices in Cryptography
7.5.01: Application of Matrices in Cryptography (Exercises)
7.06: Applications Leontief Models
7.6.01: Applications Leontief Models (Exercises)
7.07: Chapter Review
08: Linear Programming - A Geometric Approach
8.01: Graph Linear Inequalities in Two Variables
8.1E: Exercises
8.02: Maximization Applications
8.2.01: Maximization Applications (Exercises)
8.03: Minimization Applications
8.3.01: Minimization Applications (Exercises)
8.04: Chapter Review
09: Linear Programming - The Simplex Method
9.01: Introduction to Linear Programming Applications in Business Finance Medicine and Social Science
9.02: Maximization By The Simplex Method
9.2.01: Maximization By The Simplex Method (Exercises)
9.03: Minimization By The Simplex Method
9.3.01: Minimization By The Simplex Method (Exercises)
9.04: Chapter Review
10: Sets and Counting
10.01: Sets and Venn Diagrams
10.1.01: Sets and Venn Diagrams (Exercises)
10.02: Tree Diagrams and the Multiplication Axiom
10.2.01: Tree Diagrams and the Multiplication Axiom (Exercises)
10.03: Permutations
10.3.01: Permutations (Exercises)
10.04: Circular Permutations and Permutations with Similar Elements
10.4.01: Circular Permutations and Permutations with Similar Elements (Exercises)
10.05: Combinations
10.5.01: Combinations (Exercises)
10.06: Combinations- Involving Several Sets
10.6.01: Combinations- Involving Several Sets (Exercises)
10.07: Binomial Theorem
10.7.01: Binomial Theorem (Exercises)
10.08: Chapter Review
11: Probability
11.01: Sample Spaces and Probability
11.1.01: Sample Spaces and Probability (Exercises)
11.02: Mutually Exclusive Events and the Addition Rule
11.2.01: Mutually Exclusive Events and the Addition Rule (Exercises)
11.03: Probability Using Tree Diagrams and Combinations
11.3.01: Probability Using Tree Diagrams and Combinations (Exercises)
11.04: Conditional Probability
11.4.01: Conditional Probability (Exercises)
11.05: Independent Events
11.5.01: Independent Events (Exercises)
11.06: Chapter Review
12: More Probability
12.01: Binomial Probability
12.1.01: Binomial Probability (Exercises)
12.02: Bayes' Formula
12.2.01: Bayes' Formula (Exercises)
12.03: Expected Value
12.3.01: Expected Value (Exercises)
12.04: Probability Using Tree Diagrams
12.4.01: Probability Using Tree Diagrams (Exercises)
12.05: Chapter Review