Schaum's outline of theory and problems of beginning finite mathematics

• 作者: Lipschutz, Seymour.
• 其他作者: Schiller, John J. , Srinivasan, R. Alu.
• 出版: New York ;London : McGraw-Hill ©2005.
• 稽核項: 1 online resource (x, 349 pages) :illustrations.
• 叢書名: Schaum's outline series
• 標題: MATHEMATICS Pre-Calculus. , Electronic books. , Pre-Calculus. , Problems and exercises. , Reference. , MATHEMATICS Essays. , Mathematics Problems, exercises, etc. , Mathematics. , MATHEMATICS , Mathematics , Essays. , MATHEMATICS Reference.
• ISBN: 0071388974 , 9780071388979
• 試查全文@TNUA:
  
• 附註: Includes index. Terms of Use; Want to learn more?; Preface; Contents; Chapter 1: Linear Equations and Linear Growth; Introduction; Real Line R; Cartesian Plane R2; Linear Equations in One Unknown; Linear Equations in Two Unknowns and Their Graphs; Slope of a Line; Linear Functions and Linear Growth; Lines and Their Equations; Point-Slope Formula; General Equations and Curves; Functions; Chapter 2: Exponential Growth; Introduction: Linear vs. Exponential Change; Exponential Growth; Logarithms; Doubling Time; Exponential Decay; Half-Life; Growth and Decay in Terms of Natural Base. Doubling Time and Half-Life in Terms of Natural BaseSummary; Comment on Exact Equations, Approximate Mathematical Models, and Numerical Accuracy; Chapter 3: Financial Mathematics; Simple Interest; Simple Discount; Compound Interest; Continuous Interest; Effective Rate of Interest; Introduction to Annuities; Sinking Funds and Future Value; Amortization and Present Value; Chapter 4: Set Theory; Introduction; Sets and Elements; Subsets; Venn Diagrams; Set Operations; Finite Sets; Counting Principle; Product Sets; Classes of Sets; Power Sets and Partitions; Mathematical Induction (Optional). Arguments and Venn Diagrams (Optional)Chapter 5: Techniques of Counting; Introduction; Basic Counting Principles; Mathematical Functions; Permutations; Combinations; Tree Diagrams; Chapter 6: Probability Theory; Introduction; Sample Space and Events; Finite Probability Spaces; Conditional Probability; Independent Events; Independent Repeated Trials; Binomial Distribution; Random Variables; Joint Distributions and Independent Random Variables; Normal Distribution; Normal Approximation of the Binomial Distribution; Chapter 7: Descriptive Statistics; Introduction; The Nature of Statistics. Gathering Data Random Samples; Displaying Data; Frequency Histograms; Measures of Central Tendency; Sample Mean and Median; Measures of Dispersion; Sample Variance and Standard Deviation; Measures of Position; Quartiles and Percentiles; Bivariate Data, Scatterplots, and Linear Regression; Chapter 8: Inferential Statistics; Sampling Distributions; The Central Limit Theorem; Confidence Intervals for Population Means; Chi-Square Test for Goodness of Fit; Chapter 9: Graphs and Networks; Introduction; Euler Circuits; The Letter Carrier Problem; Hamiltonian Circuits; Complete Graphs. Traveling Salesperson ProblemDirected Graphs; Trees; Spanning Trees; Chapter 10: Voting Systems; Introduction; Elections with Two Candidates; Single-Vote Plurality System with Three or More Candidates; Voting Systems with Preference List Ballots and More Than Two Candidates; Chapter 11: Geometry; Introduction; Basic Objects of Plane Geometry; Angle Measurement; Planar Figures; Euclid's Postulates: The Development of Plane Geometry; Pythagorean Theorem; Non-Euclidean Geometry; Units of Measurement and Formulas for Reference; Chapter 12: Linear Inequalities and Linear Programming; Introduction.
• 電子資源: https://dbs.tnua.edu.tw/login?url=https://search.ebscohost.com/login.aspx?direct=true&scope=site&db=nlebk&AN=135362
• 系統號: 005318599
• 資料類型: 電子書
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• 引用網址: 複製連結
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