Functions, Data, and Models: An Applied Approach to College Algebra 1st edition

Sheldon Gordon and Florence Gordon
Publisher: Mathematical Association of America

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• Gordon: Functions, Data, and Models 1e

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• Chapter 1: Data Everywhere
• 1.1: Data in the Real World (9)
• 1.2: Displaying Data (16)
• 1.3: Two-Variable Data (7)

• Chapter 2: Functions Everywhere
• 2.1: Functions in the Real World (6)
• 2.2: Describing the Behavior of Functions (10)
• 2.3: Representing Functions Symbolically (11)
• 2.4: Mathematical Models (9)

• Chapter 3: Linear Functions
• 3.1: Fundamental Concepts of Linear Functions (28)
• 3.2: Modeling With Linear Functions (5)
• 3.3: Linear Functions and Data (9)
• 3.4: Linear Regression: Finding the Best Line (24)

• Chapter 4: More about Linear Functions
• 4.1: Systems of Linear Equations (23)
• 4.2: Applications of Linear Equations (5)
• 4.3: Matrix Products and their Applications (7)
• 4.4: Linear Models with Several Variables (6)

• Chapter 5: Families of Nonlinear Functions
• 5.1: Exponential Growth Functions (18)
• 5.2: Exponential Decay Functions (22)
• 5.3: Fitting Exponential Functions to Data (15)
• 5.4: Logarithmic Functions (11)
• 5.5: Modeling with Logarithmic Functions (10)
• 5.6: Power Functions (14)
• 5.7: Fitting Power Functions to Data (10)
• 5.8: How Good Is the Fit? (7)

• Chapter 6: Polynomial Functions
• 6.1: Introduction to Polynomial Functions (30)
• 6.2: The Behavior of Polynomial Functions (24)
• 6.3: Modeling with Polynomial Functions (16)

• Chapter 7: Extended Families of Functions
• 7.1: Building New Functions from Old: Shifting, Stretching, and Shrinking (25)
• 7.2: Using Shifting and Stretching With Data (11)
• 7.3: The Central Limit Theorem and Confidence Intervals (8)
• 7.4: Functions of Several Variables: Tables, Contours, Formulas (17)

• Chapter 8: Modeling Periodic Phenomena
• 8.1: The Sinusoidal Functions Sine and Cosine (14)
• 8.2: Modeling Periodic Behavior with the Sine and Cosine (14)
• 8.3: Solving Equations with Sine and Cosine (8)
• 8.4: Approximating the Sine and Cosine with Polynomials (9)

• Chapter A: Appendices
• A.A: Some Mathematical Moments to Remember
• A.B: Statistical Calculations on TI Calculators
• A.C: Statistical Calculations In Excel
• A.D: The Algebra of Linear Functions
• A.E: Solving Equations Graphically: Zoom-and-Trace
• A.F: Linear Regression on TI Calculators
• A.G: Linear Regression Using Excel
• A.H: Where the Correlation Coefficient Formula Comes From
• A.I: Solving Systems of Linear Equations Algebraically
• A.J: Curve Fitting in Excel
• A.K: Symmetry
• A.L: The Arithmetic of Complex Numbers
• A.M: World Population Data for 2009

Functions, Data, and Models: An Applied Approach to College Algebra 1st edition, by Sheldon P. Gordon and Florence S. Gordon, helps undergraduates use mathematics to make sense of the enormous amounts of data coming their way in today's Information Age. It can be used as a textbook in a college algebra course focusing on applications, in a quantitative literacy course, or in prerequisite courses for applied algebra or introductory statistics. Through partnership with the Mathematical Association of America, WebAssign is pleased to offer online question content along with interactive step-by-step tutorials for this title. All questions include links to the eBook for an integrated student experience.

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Group Quantity Questions
Chapter 1: Data Everywhere
1.1 9 001 001-004.WA.Tut 001-004.WA.Tut.SA 002 004 005 006 008 009
1.2 16 002 003 004 006 007 008 009 010 012 014 015 016 017 018 020 022
1.3 7 001 002 003 004 006 007 009
Chapter 2: Functions Everywhere
2.1 6 001 003 004 006 006.WA.Tut 006.WA.Tut.SA
2.2 10 001 004 005 009 010 012 014 016 018 020
2.3 11 002 003 004 006 007 009 010 012 015 016 018
2.4 9 002 005 006 008 009 010a 010b 010c 010d
Chapter 3: Linear Functions
3.1 28 EAS.001-010.WA.Tut EAS.001-010.WA.Tut.SA EAS.011-012.WA.Tut EAS.011-012.WA.Tut.SA EAS.013-016.WA.Tut EAS.013-016.WA.Tut.SA EAS.017-032a.WA.Tut EAS.017-032a.WA.Tut.SA EAS.017-032b.WA.Tut EAS.017-032b.WA.Tut.SA 001 001.WA.Tut 001.WA.Tut.SA 002 003 003a.WA.Tut 003a.WA.Tut.SA 003b.WA.Tut 003b.WA.Tut.SA 003c.WA.Tut 003c.WA.Tut.SA 006 008 008-010.WA.Tut 008-010.WA.Tut.SA 010 013 014
3.2 5 002 004 006 007 008
3.3 9 002a 002b 002c 004 006 008 011 013 014
3.4 24 001 002a 002b 002c 002d 002e 002f 003a 003b 003c 003d 003e 003f 003g 005 006 008 010 013 014 015 018 020 022
Chapter 4: More about Linear Functions
4.1 23 001 001-004.WA.Tut 001-004.WA.Tut.SA 002 004 005.WA.Tut 005.WA.Tut.SA 006 008 010 010-015a.WA.Tut 010-015a.WA.Tut.SA 012 014 015 016 018 020 022 024 026 028 030
4.2 5 001 004 006 009 011
4.3 7 001 005 006 008 010 013 015
4.4 6 002 003 005 007 010 011
Chapter 5: Families of Nonlinear Functions
5.1 18 EAS.001-014.WA.Tut EAS.001-014.WA.Tut.SA EAS.015-018.WA.Tut EAS.015-018.WA.Tut.SA 001 002a 002b 002c 003 005 006 009 010 011 014 016 017 019
5.2 22 002a 002b 002c 004a 004b 004c 004d 004e 004f 004g 006 007 008 009 011 013 015 016 018 019 020 021
5.3 15 001 003 004 006 007 008 009 010 012 014 015 017 018 020 021
5.4 11 002 003 005 006 007 008 009 010 012 014 017
5.5 10 001 003 004 006 008 009 011 012 013 015
5.6 14 001a 001b 001c 001d 001e 001f 002 005 007 008 009 010 013 016
5.7 10 001 002 004 006 007 008 010 011 012 014
5.8 7 001 002 004 005 007 008 009
Chapter 6: Polynomial Functions
6.1 30 001 001.WA.Tut 001.WA.Tut.SA 002 002.WA.Tut 002.WA.Tut.SA 003 004a 004b 004c 004d 004e 004f 004g 004h 004i 004j 004k 004l 004m 004n 004o 004p 004q 004r 005 006 007 008 011
6.2 24 001 002 004 005 006 007 008 010 011 014 015 018 021 023a 023b 023c 023d 025 027 028 029 031 032 033
6.3 16 001 002 003 004 005 006 008 010 011 012 013 015 017 018 020 021
Chapter 7: Extended Families of Functions
7.1 25 001 002 003a 003b 003c 003d 003e 003f 004 005 006 008a 008b 008c 008d 008e 008f 010 012a 012b 012c 012d 012e 012f 012g
7.2 11 001 002 004 006 007 008 010 011 013 014 015
7.3 8 001 002 004 005 006 007 008 010
7.4 17 001 002 003 004 007 008 010 012 014 015 018 021 022 023 025 026 029
Chapter 8: Modeling Periodic Phenomena
8.1 14 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 002 004 005 006
8.2 14 001 002 003 006 007 008 010 012 015 016 017 019 020 021
8.3 8 001 002 003 004 005 007 008 009
8.4 9 001 002 005 006 007 009 010 011 012
Total 458