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Below is a list of links to exciting and interesting sites pertaining to various sections of your text. You'll want to come back to this page again and again as you progress through the course. These sites will help you understand the indicated topics. Note that some sections have multiple links associated with them.

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Chapter 1   A Beginning Library of Elementary Functions

Section 1.2: Domains And Ranges
Section 1.2: Function Notation And Terminology
Section 1.3: Function Basics
Section 1.3: Transformations Of Functions
Section 1.4: Linear Functions
Section 1.4: How Do You Graph Linear Functions?

Chapter 2   Additional Elementary Functions

Section 2.1: Asymptotes
Section 2.2: Exponential Growth
Section 2.3: The Natural Logarithmic Base
Section 2.3: Modelling Exponential Growth - Using Logarithms

Chapter 3   Mathematics of Finance

Section 3.2: Compound Interest
Section 3.3: Questions On Logarithmic Functions
Section 3.3: Mathematics Of Individual Finance
Section 3.4: Amortization, Savings On Refinancing A Home Mortgage

Chapter 4   Systems of Linear Equations; Matrices

Section 4.1: Systems Of Linear Equations
Section 4.3: A Downloadable Gauss-Jordan Elimination Program
Section 4.4: Adding And Multiplying Matrices: Java Applet
Section 4.5: Inverse Matrix Calculator

Chapter 5   Linear Inequalities and Linear Programming

Section 5.1: Inequalities
Section 5.2: What Is Linear Programming?
Section 5.2:Quick Review Of Linear Programming
Section 5.4: The Simplex Method
Section 5.5: Elementary Operations For Matrices

Chapter 6   Probability

Section 6.1: A Survey Of Venn Diagrams
Section 6.1: What Is Probability?
Section 6.2: Permutations And Combinations
Section 6.4: The Birthday Problem
Section 6.6: Bayes' Theorem
Section 6.6: Bayesian Networks
Section 6.7: The Cereal Box Problem

Chapter 7   Markov Chains

Section 7.1: Andrei Andreyevich Markov
Section 7.2: Baseball As A Markov Chain
Section 7.2: Examples Of Modelling Using Markov Chains

Chapter 8   The Derivative

Section 8.2: Visualization Of limits
Section 8.2: Properties of Limits
Section 8.3: Derivatives
Section 8.4: Instantaneous Velocity

Chapter 9   Graphing and Optimization

Section 9.1: Continuous Functions In The Real World
Section 9.1: Continuity
Section 9.2: First Derivative Test
Section 9.3: Second Derivative Test
Section 9.4: Limits Involving Infinity
Section 9.5: Wiley Coyote: Max-Min Applications
Section 9.5: In The Kitchen With Mama Mia: Max-Min Applications

Chapter 10   Additional Derivative Topics

Section 10.3: The Chain Rule
Section 10.4: Computing The Derivative Implicitly
Section 10.4: Implicit Differentiation
Section 10.5: Related Rates Problems

Chapter 11   Integration

Section 11.1: The Integrator
Section 11.3: Slope Fields
Section 11.3: Exponential Growth And Decay
Section 11.4: Rectangle Approximation Method
Section 11.5: Riemann Sum Java Applet
Section 11.5: Georg Friedrich Bernhard Riemann
Section 11.5: Definite Integral Of A Function

Chapter 12   Additional Integration Topics

Section 12.1: Area Between Curves
Section 12.3: Key To Doing Integration By Parts
Section 12.3: Examples Of Integration By Parts
Section 12.3: Integration By Parts

Chapter 13   Multivariable Calculus

Section 13.1: Functions Of Several Variables
Section 13.2: Visualizing Partial Derivatives
Section 13.3: Maxima And Minima
Section 13.3: Finding Local Extrema
Section 13.4: The LaGrange Multiplier Method
Section 13.5: Least Squares Analysis
Section 13.6: Integrals Over General Regions

Chapter 14   Differential Equations

Section 14.1: Ordinary Differential Equations Course Homepage
Section 14.2: Separable Equations
Section 14.3: Euler's Method

Chapter A   Data Description and Probability Distributions

Section A.1: Gallery Of Data Visualization
Section A.2: Histogram Explorer
Section A.3: Descriptive Statistics
Section A.4: Computing The Standard Deviation For A Population
Section A.5: Bernoulli Trials
Section A.6: Normal Distributions

 
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Updated May 19, 1999
Updated Feb. 12, 1999