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Math Applications 9th edition

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Ronald J. Harshbarger and James J. Reynolds
Publisher: Cengage Learning

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  • Chapter 0:Algebraic Concepts
    • 0.1: Sets
    • 0.2: The Real Numbers
    • 0.3: Integral Exponents
    • 0.4: Radicals and Rational Exponents
    • 0.5: Operations with Algebraic Expressions
    • 0.6: Factoring
    • 0.7: Algebraic Fractions

  • Chapter 1:Linear Equations and Functions
    • 1.1: Solutions of Linear Equations and Inequalities in One Variable (1)
    • 1.2: Functions (1)
    • 1.3: Linear Functions
    • 1.4: Graphs and Graphing Utilities
    • 1.5: Solutions of Systems of Linear Equations (1)
    • 1.6: Applications of Functions in Business and Economics (1)

  • Chapter 2:Quadratic and Other Special Functions
    • 2.1: Quadratic Equations
    • 2.2: Quadratic Functions: Parabolas
    • 2.3: Business Applications of Quadratic Functions
    • 2.4: Special Functions and Graphs
    • 2.5: Modeling: Fitting Curves to Data

  • Chapter 3:Matrices
    • 3.1: Matricies
    • 3.2: Multiplication of Matrices
    • 3.3: Solving Systems of Equations with Matrices
    • 3.4: Inverse of a Square Matrix; Matrix Equations
    • 3.5: Applications of Matricies: Leontief Input-Output Models

  • Chapter 4:Inequalities and Linear Programming
    • 4.1: Linear Inequalities in Two Variables
    • 4.2: Linear Programming: Graphical Methods
    • 4.3: The Simplex Method: Maximization
    • 4.4: The Simplex Method: Duality and Minimization
    • 4.5: The Simplex Method with Mixed Constraints

  • Chapter 5:Exponential and Logarithmic Functions
    • 5.1: Exponential Functions
    • 5.2: Logarithmic Functions
    • 5.3: Exponential Equations

  • Chapter 6:Mathematics of Finance
    • 6.1: Simple Interest; Sequences
    • 6.2: Compoint Interest; Geometric Sequences
    • 6.3: Future Values of Annuities
    • 6.4: Present Values of Annuities
    • 6.5: Loans and Amortization

  • Chapter 7:Introduction to Probability
    • 7.1: Probability; Odds
    • 7.2: Unions and Intersections of Events: One -Trial Experiments
    • 7.3: Conditional Probability: The Product Rule
    • 7.4: Probability Trees and Bayes' Formula
    • 7.5: Counting: Permutations and Combinations
    • 7.6: Permutations, Combinations, and probability
    • 7.7: Markov Chains

  • Chapter 8:Further Topics in Probability; Data Description
    • 8.1: Binomial Probability Experiments
    • 8.2: Data Description
    • 8.3: Discrete Probability Distributions
    • 8.4: normal Probability Distribution
    • 8.5: The Normal Curve Approximation to the Binomial Distribution

  • Chapter 9:Derivatives
    • 9.1: Limits
    • 9.2: Continous Functions; Limits at Infinity
    • 9.3: Average and instantaneous Rates of Change: The Derivative
    • 9.4: Derivative Formulas
    • 9.5: The Product Rule and the Quotient Rule
    • 9.6: The Chain Rule and the Power Rule
    • 9.7: Using Derivative Formulas
    • 9.8: Higher-Order Derivatives
    • 9.9: Applications of Derivatives in Business and Economics

  • Chapter 10:Applications of Derivatives
    • 10.1: Relative Maxima and Minima: Curve Sketching
    • 10.2: Concavity: Points of Inflection
    • 10.3: Optimization in Business and Economics
    • 10.4: Applications of Maxima and Minima
    • 10.5: Rational Functions: More Curve Sketching

  • Chapter 11:Derivatives Continued
    • 11.1: Derivatives of Logarithmic Functions
    • 11.2: Derivatives of Exponential Functions
    • 11.3: Implicit Differentiation
    • 11.4: Related rates
    • 11.5: Applications in Business and Economics

  • Chapter 12:Indefinate Integrals
    • 12.1: The Indefinite integral
    • 12.2: The Power Rule
    • 12.3: Integrals Involving Exponential and Logarithmic Functions
    • 12.4: Applications of the Indefinite Integral in Business and Economics
    • 12.5: Differential Equations

  • Chapter 13:Definite
    • 13.1: Area Under a Curve
    • 13.2: The Definite Integral: The Fundamental Theorem of Calculus
    • 13.3: Area Between Two Curves
    • 13.4: Applications of Definite Integrals in Business and Economics
    • 13.5: Using Tables of Integrals
    • 13.6: Integration by Parts
    • 13.7: Improper Integrals and Their Applications
    • 13.8: Numerical Integration Methods: The Trapezoidal Rule and Simpson's Rule

  • Chapter 14:Functions of Two or More Variables
    • 14.1: Functions of Two or More Variables
    • 14.2: Partial Differentiations
    • 14.3: Applications of Functions of Two Variables in Business and Economics
    • 14.4: Mazima and Minima
    • 14.5: Maxima and Minima of Functions Subject to Constraints: Language Multipliers

Questions Available within WebAssign

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Group Quantity Questions
Chapter 0:Algebraic Concepts
0.1 5 003 006 008 012 014 016 021 028 037 047 049 050 051 053 054 056
0.2 001 003 004 011 014 020 027 032 035 049 050 051 053
0.3 001 005 014 019 026 030 040 046 059 063 065 066 069
0.4 002 006 015 018 019 033 039 046 047 051 065 066 068 071 074 075
0.5 002 007 012 013 020 023 038 045 047 059 068 069 070 071 072
0.6 001 007 009 014 018 019 028 040 054 060 062 063 064 065
0.7 001 005 011 019 025 028 035 037 047 051 053 056 057 060
Chapter 1:Linear Equations and Functions
1.1 14 005 008 012 014.MI 019 027 029 036 041 043 045 047 052 058 064
1.2 14 001 010 015 020 025 029 033 037 044 048 051 052 054 056
1.3 14 001 007 017 023 025 029 031 037 041 045 049 059 064 065
1.4 11 007 017 031 035 039 041 043 044 045 047 052
1.5 18 001 005 009 013 017 020 023 027 031 032 033 035 037 040 043 044 048 051
1.6 13 001 004 008 011 014 017 019 023 026 031 036 040 044 050 058
Chapter 2:Quadratic and Other Special Functions
2.1 001 005 011 015 023 027 037 041 043 047 048 051 054 058 060
2.2 001 006 007 012 017 021 025 029 031 033 037 044 048
2.3 001 005 007 009 012 015 018 020 023 024 026 028 031 032 034
2.4 002 011 013 021 027 029 031 034 042 045 047 050 051
2.5 001 005 009 011 016 021 025 027 032
Chapter 3:Matrices
3.1 001 002 008 013 017 021 027 031 034 037 038 040 042 045 049
3.2 001 011 013 017 023 044 045 046 047 048 049 051 053
3.3 003 009 013 017 020 025 030 051 053 055 057 061 065 068
3.4 005 007 011 015 020 029 039 043 051 052 053 056 061
3.5 001 003 006 011 018 021 023 026 033 038 040 042
Chapter 4:Inequalities and Linear Programming
4 0  
Chapter 5:Exponential and Logarithmic Functions
5 0  
Chapter 6:Mathematics of Finance
6.1 006 007 013 017 020 025 029 032 035 042 048 050 052 056
6.2 009 010 012 015 018 036 041 048 053 059 063 069 073
6.3 009 010 012 014 019 022 024 026 029 032 035 042 043 044
6.4 005 007 010 022 023 032 033 041 047 049
6.5 003 005 007 009 013 015 017 023 032 034 035 036
Chapter 7:Introduction to Probability
7 0  
Chapter 8:Further Topics in Probability; Data Description
8 0  
Chapter 9:Derivatives
9.6 001 005 011 020 021 025 031 033 035 042 047 048 052
Chapter 10:Applications of Derivatives
10 0  
Chapter 11:Derivatives Continued
11 0  
Chapter 12:Indefinate Integrals
12 0  
Chapter 13:Definite
13 0  
Chapter 14:Functions of Two or More Variables
14 0  
Total 89 (307)  

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