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A PROBLEM TO REFLECT ON
Rick Seaman
Faculty of Education
University of Regina
Take a look at these four problems:
A farmer wants to walk at a constant rate from her barn to a straight river , fill her pail and carry it to her house in the least time. Determine where the farmer should fill her pail if her house and barn are located as in the diagram below:{3/4}
A ship is docked 6 kms from shore and opposite a point 12 kms farther along the shore another ship B is docked 18 kms offsh ...
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Next: Foreword Up: MA2001 Home Page Contents Index
Advanced Calculus and Analysis
MA1002
Ian Craw
Foreword
These Notes
Acknowledgements
Contents
List of Figures
Introduction.
The Need for Good Foundations
The Real Numbers
Properties of
Inequalities
Intervals
Functions
Neighbourhoods
Absolute Value
The Binomial Theorem and other Algebra
Sequences
Definition and Examples
Examples of sequences
Direct Consequences
Sums, Product ...
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$Id: lambda.html,v 1.2 2001/02/01 01:43:43 jim Exp jim $
An Introduction to Lambda Calculus and Scheme
Jim Larson
1996-07-26
This talk was given at the JPL Section 312 Programming Lunchtime Seminar.
Functions and Lambda Notation
A function accepts input and produces an output. Suppose we have a "chocolate-covering" function that produces the following outputs for the corresponding inputs:
peanuts -> chocolate-covered peanuts
rasins -> chocolate-covered rasins
ants -> choc ...
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An Introduction to Stochastic Differential Equations
Consider the (vector) ordinary differential equation:
Now we suppose that the system has a random component, , added to it,
The solution to this random differential equation is problematic because the presence of randomness prevents the system from having bounded measure. The result is that the derivative does not exist.
One way to deal with equations such as (2), is to look at them in differential form,
The solution to (2) or e ...
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Department of Mathematics Education
EMT 525/725
An Investigation using Parametric Equations
by
James W. Wilson
We begin with the following problem:
Find the locus of the third vertex of an equilateral triangle when two of its vertices are moved along the x-axis and y-axis respectively.
Let us explore this problems and some of its extensions.
INVESTIGATION:
Try this first by cutting out a triangle and physically rotating it along the axes, marking the locus of the third vertex ...
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Next: Fractional Time Evolutions Up: Scientific Report Previous: General Statistical Physics Contents
Applications of Fractional Calculus
The idea of generalizing the concepts of differentiation and integration to noninteger (fractional) orders has a long mathematical history. It was first discussed in the correspondence of G.W. Leibniz around 1690. Over the centuries many famous mathematicians including Euler, Riemann, Liouville and Weyl have built up a body of mathematical knowledg ...
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Copyright Policy
Reform Calculus Resources
Compiled* by Harel Barzilai.
As featured on UTK Math Archives
and CollegeBoard.com's APCentral
(* and authored, where not otherwise noted)
- Activities -
- Projects -
- Capsules -
- Resources -
[See also College Algebra (in preparation)] [Under construction: Black Mathematicians]
Listings indexed by section in Calculus: Concepts and Contexts by James Stewart.
If there is enough interest, I will create other indexe ...
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Calc101.com Automatic Calculus and Algebra Help
derivatives, integrals, graphs, matrices, determinants,
systems of linear equations
math solutions on the web right here...
anytime, from anywhere, automatically
in plain English, just like a math textbook
uses standard mathematics notation
free graphs...
see zeros, y-intercept, min/max, inflection points
see intervals of increase, decrease, concavity, vertical asymptotes
free steps...
first and second derivatives
systems o ...
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Enter Search Terms Then Press "Enter"
1728 Software Systems
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Facts about:
The 50 United States, U ...
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in All Infoplease Almanacs • General • Entertainment • Sports Biographies Dictionary Encyclopedia
Daily Almanac for Jun 10, 2006Search White Pages
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THE DEVELOPMENT OF CALCULUS
Introduction
Calculus:
History of Calculus (Summary)
The beginnings of Integration
The beginnings of Differentiation
Presentation
ASSESSMENT
Introduction
History of Mathematics Module
Links to other History of Mathematics sites
[ Comments ] [ Module Leader ]
These pages are maintained by M.I.Woodcock.
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Calculus & Differential Equations with Maple V
Text by Dr. Joe A. Marlin & Dr. Hok Kim
The online texts listed below serve as supplements for studying Calculus and Differential Equations using Maple V.
The work in preparing these materials was partially supported by NSF grant DUE 9352845.
Interactive Text for Calculus I with Labs and Projects
Interactive Text for Calculus II with Labs and Projects
Interactive Text for Calculus III
Interactive Text for Ordinary Differential Equations
Joe A. Marlin
marlin@math.ncsu.edu
Department of Mathematics, Box 8205
North Carolina State University
Raleigh, NC 27695/8205
(v1.3/jam/26 April 99)
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Search Site
Algebra
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Discrete Mathematics
Foundations of Mathematics
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Topology
Alphabetical Index
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12,606 entries
Fri Jun 9 2006
Calculus and Analysis
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Continuity (25)
Differential Calculus (44)
Differential Equations@
Fractional Calculus (9)
General Calculus (3)
Increasing and Decreasing (8)
Integrals (65)
Limits (23)
Maxima and Minima (36)
Mean-Value Theorems (6)
Multivariable Calculus (12)
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Interactive Calculus Activities
Caution: These pages may or may not work on your system, due to changes in LiveMath requirements.
These web pages are designed for use with instructions or worksheets provided by your instructor. However, others may also enjoy experimenting with the mathematics in these pages.
Translations and Reflections
The Power Rule
The Product Rule
The Quotient Rule
The Chain Rule
The Fundamental Theorem
Graphing a Function of 2 Variables
Click here for information about the plug-in needed to use these activities.
Information for Instructors
Carl Spitznagel's home page
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Calculus Animations with Mathcad
by Przemyslaw Bogacki and Gordon Melrose
Contents
Limits
Slope vs. Derivative
Arc Length
Infinite Series
Conic Sections , Definition of Ellipse, Reflective Properties
Cycloids and more...
Area Inside a Parametric Curve
Polar Curves
Quadric Surfaces.
If your browser displays incorrect colors after animation playback, look here.
Limits
The statement
can be intuitively interpreted as follows:
the number L is approached ...
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(animated GIF version)
GRAPHICS FOR THE CALCULUS CLASSROOM
Douglas N. Arnold
These are excerpts from a collection of graphical demonstrations I developed for first year calculus. Those interested in higher math may also want to visit my page of graphics for complex analysis. This page is on the list of the most frequently linked math pages according to MathSearch.
Viewing instructions. The animations on this page use the animated GIF format. There is also a Ja ...
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A history of the calculus
Analysis index History Topics Index
Version for printing
The main ideas which underpin the calculus developed over a very long period of time indeed. The first steps were taken by Greek mathematicians.
To the Greeks numbers were ratios of integers so the number line had "holes" in it. They got round this difficulty by using lengths, areas and volumes in addition to numbers for, to the Greeks, not all lengths were numbers.
Zeno of Elea, about 450 BC, ...
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A history of the calculus
Analysis index History Topics Index
Version for printing
The main ideas which underpin the calculus developed over a very long period of time indeed. The first steps were taken by Greek mathematicians.
To the Greeks numbers were ratios of integers so the number line had "holes" in it. They got round this difficulty by using lengths, areas and volumes in addition to numbers for, to the Greeks, not all lengths were numbers.
Zeno of Elea, about 450 BC, ...
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Calculus Lecture Notes
This page is under construction.
Note: This set of lecture notes is prepared basing mainly on the content of the course Math 249 Introductory Calculus offered by the Department of Mathematics and Statistics at the University of Calgary, Calgary, Alberta, Canada. It is not assumed that the students have any previous exposure to Calculus. However, I need to say that these notes exhibit some personality. They are my notes, and do not necessarily represent the way oth ...
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Calculus Made Easier
by Angela Olson
Earth Image by NASA
Math Graphics by Douglas N.Arnold at
http://www.math.psu.edu/dna/graphics.html
Index
Introduction
The Derivative
Integration
Helpful Links And Resources
There are two components to calculus. One is the measure the rate of change at any given point on a curve. This rate of change is called the derivative. The simplest example of a rate of change of a function is the slope of a line. We take this on ...
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Calculus Timeline
PersonDateMathematical Discovery
Pythagoras -5** discovered irrationals like square root of 2
Archimedes -2** various volumes and surface areas (parabola, cone, sphere)
center of gravity, integration by exhaustion
Thabit ibn-Qurra 8** integral of square root of x
al-Biruni 10** instantaneous velocity and acceleration
Grégorie de St Vincent 1620 limit notion, area of hyperbola
Cavalieri 1630 axioms for area
Fermat 1630 minima & maxima
Napier, Sarasa 161 ...
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Alphabetical Index by Topic
Archived Years of Problems with Solutions:
2003
2002
2001
2000
1999
1998The Problem of the Week is on hiatus for the remainder of the 2003-2004 school year.
Don't be sad. This just means that we at Calculus-Help.com are just refocusing our efforts, and plan on releasing more Tutorials for the Calculus Phobe with all the time we're saving.
You can, as always, search and use our vast archive of former problems (and their complete solutions) by cli ...
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Sarah, age 7, said to me unsolicited, after working on an infinite series in Ch. 1: "At school when we do math we use different methods that I am not used to. And they are hard. But if I used my own methods it would be easy." -The wisdom of young people!
Choose Sample Problems from Chapters in Don's "Calculus By and For Young People - Worksheets" & "Changing Shapes With Matrices" books:
- just click on the Chapter #
Chapter 1: 7 Year-Olds Do
Chapter 2: Brad's: Share 6 cookies with 7 people ...
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Chapter 1: Review of Needed Topics
1.1 Graphing with Coordinates in the Plane
1.2 Slope and Line Equations
1.3 Functions and Graphs
1.4 Trigonometry Review
1.5 Absolute Value
Chapter 2: Limits and Continuity
2.1 Limits
2.2 Limits at Infinity
2.3 A Trigonometric Limit
2.4 Continuous Functions
2.5 Formal Definition of Limits
Chapter 3: Derivatives
3.1 Tangent Lines and The Derivative
3.2 Rules of Differentiation
3.3 Rates of Change
3.4 Derivatives of Trigonometric Functions
3.5 The Chain Rule
3.6 Implicit Differentiation
Michele Williams, Saint Michael's College, mx_williams@smcvax.smcvt.edu, also williams@npac.syr.edu
T. J. Willis, twillis@npac.syr.edu
Ed Bogucz, bogucz@npac.syr.edu
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dansmath > lessons
Learn a little bit on-line about a lot of subjects.
Click on any green title below to go there!
(Check back often; lessons are being added & updated!)
Browse sample questions and answers!
(c) 1997-2001 Dan Bach and B & L Math Enterprises; all rights reserved. Download for personal use only.
Arithmetic, Prealgebra, Beginning Algebra
Intermed.Algebra, Functions & Graphs, Trigonometry
Limits, Differential Calc, Integral Calc, Vector Calc
Linear Algebra, Diff. Equations, Math major stuff
Statistics, Geometry, Number Theory; Other ideas?
[ home | info | meet dan | ask dan | matica | dvc | prob of wk ]
This site maintained by B & L Web Design, a division of B & L Math Enterprises.
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Calculus I
Famous Math Professor Quote"...BUT WITH CALCULUS, WE CAN DO BETTER!"
Special Thanks to Eric Gumtow at SWT University for allowing me to use most of his code and content for my Calculus I page. His Calculus site is great! To go there, Click HERE.
In order to view this page, you will need to download and install the Calculus True-Type Font and the SWA Symbol Font located Here. And Here.
The Vital Points Of Calculus
Limits
Delta-Epsilon Proof
Definitio ...
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Next: Contents Up: Dynamical Systems and Fractals
Dynamical Systems and Fractals Lecture Notes
David J. Wright
Contents
Introduction to Dynamical Systems
Symbolic dynamical systems
Discrete-time systems
Continuous-time systems
Fractal long-term behavior
Computational aids
Netscape
MAPLE
FRACTINT
Supplementary program files
L-systems
Basic definitions
Fibonacci L-system
Types of L-systems
Thue-Morse L-system
Paperfolding and the Dragon curve
Tur ...
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Integrals
Table of Integrals
Integral Identities
Special Functions
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Symbolic Derivatives
The differentiation utility on this page provides a convenient means for students in calculus to obtain the derivatives of elementary functions using the rules of symbolic differential calculus.
Explanation and Example
Enter the function f(x) using standard notation, for example if f(x) = cos(x), enter
cos(x)
or if f(x) = x*x, enter
x*x .
The rules for entering a function are that the variable must be x, and multiplication division, and expone ...
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Grade:
All Arcade Fifth & Sixth Grade First Grade Kindergarten Preschool Puzzles Second Grade Third & Fourth Grade
Category:
All Fun for All Geography History Math Miscellaneous Reading / Words / Vocabulary Science Thinking Skills
Display Icons:
Icons and Descriptions Icons Only Descriptions Only
Sort By:
Game Name Most Played
Keywords:
FEATURED AD
Type Me
Whether you're after a presch ...
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Gavin's Calculus Projects
Calculus Projects developed for Calc I--III, organized by semester and year: (all projects (c)1994-2004, Gavin LaRose. permission is granted to use these, for free, in a non-profit educational setting. if you have questions, contact Gavin at glarose umichedu)
These and more projects are also available in Writing Projects for Mathematics Courses (Crannell, LaRose, Ratliff and Rykken), published by the MAA (MAA bookstore).
Most Recent Projects
(only s ...
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EXCERPTS FROM:
How to Ace Calculus : The Streetwise Guide
Colin Adams - Joel Hass - Abigail Thompson
Paperback - 240 pages (September 1998) W H Freeman & Co; ISBN: 0716731606
Available at most bookstores and online booksellers.
Also available at the How to Ace web site.
Thanks to WH Freeman for authorizing posting of these excerpts.
Exactly Who and What is your Instructor?
How to deal with your instructor
How to Handle the Exam
What will be on the Exam
Calculus in th ...
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EducationEducation OnlineTrainingAdult EducationSchoolLearningCollegeEducation Articles
People of all ages and backgrounds are advancing their careers and increasing their business opportunities by participating in online education.
Check out the schools below offering online degrees in top fields like Business, Marketing, Technology, Management, Design, Education, Psychology, Nursing, Paralegal and much more.
Degree Type
Associates
Bachelors
Certificates/Diploma
Masters
MBA
P ...
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Interactive Learning in Calculus and Differential Equations with Applications
Click on this picture for a description of how it was generated.
The Mathematics Department at Indiana University of Pennsylvania (IUP) established a computerized learning environment, consisting of a classroom with 31 Macintosh Centris 650s and a laboratory with 12 Macintosh LCs, all equipped with Mathematica. Mathematica's notebook feature enables science students to actively learn calculus and differential equati ...
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After looking through this site, please take 3 minutes to fill out our survey!
Copyright © 1994-1997
Open the book
New technology versions of the Textbook. All are still under development.
Java-enabled version of the Textbook! Need Netscape 2.02 or later to view it.
Next: MATH AS A SECOND LANGUAGE
TABLE OF CONTENTS
MATH AS A SECOND LANGUAGE - Week 1
Working with Maple
Linear models
Quadratic and polynomial models
Dealing with Data I: A ``simple" lin ...
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THE DEVELOPMENT OF CALCULUS
INTRODUCTION
This module has been produced as a distance-learning package. It is intended that the student should read through the notes provided and use the reading list and other History of Mathematics Links.
There will be a non-assessed presentation and an assessment which is allocated one sixth of the overall module marks. The assessment title formulated by the student should be submited to the tutor for aproval:
DAVID WILKINSON
SCIT
University of Wolver ...
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Calculus
Introduction to Differentiation
graph : slope : derivative : differentiation : dy/dx
Differentiation and The Derivative
Introduction
Calculus is a very important branch of mathematics. It is a form of mathematics applied to continuous graphs (graphs without gaps). Calculus has two aspects:
Differentiation (finding derivatives of functions)
Integration (finding indefinite integrals or evaluating definite integrals)
The calculus was invented by European mathematicians, Isa ...
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Calculus
Introduction to Differentiation
graph : slope : derivative : differentiation : dy/dx
Differentiation and The Derivative
Introduction
Calculus is a very important branch of mathematics. It is a form of mathematics applied to continuous graphs (graphs without gaps). Calculus has two aspects:
Differentiation (finding derivatives of functions)
Integration (finding indefinite integrals or evaluating definite integrals)
The calculus was invented by European mathematicians, Isa ...
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Calculus
Introduction to Differentiation
graph : slope : derivative : differentiation : dy/dx
Differentiation and The Derivative
Introduction
Calculus is a very important branch of mathematics. It is a form of mathematics applied to continuous graphs (graphs without gaps). Calculus has two aspects:
Differentiation (finding derivatives of functions)
Integration (finding indefinite integrals or evaluating definite integrals)
The calculus was invented by European mathematicians, Isa ...
|
|
Calculus
Introduction to Differentiation
graph : slope : derivative : differentiation : dy/dx
Differentiation and The Derivative
Introduction
Calculus is a very important branch of mathematics. It is a form of mathematics applied to continuous graphs (graphs without gaps). Calculus has two aspects:
Differentiation (finding derivatives of functions)
Integration (finding indefinite integrals or evaluating definite integrals)
The calculus was invented by European mathematicians, Isa ...
|
|
Calculus
Introduction to Differentiation
graph : slope : derivative : differentiation : dy/dx
Differentiation and The Derivative
Introduction
Calculus is a very important branch of mathematics. It is a form of mathematics applied to continuous graphs (graphs without gaps). Calculus has two aspects:
Differentiation (finding derivatives of functions)
Integration (finding indefinite integrals or evaluating definite integrals)
The calculus was invented by European mathematicians, Isa ...
|
|
Calculus
Introduction to Differentiation
graph : slope : derivative : differentiation : dy/dx
Differentiation and The Derivative
Introduction
Calculus is a very important branch of mathematics. It is a form of mathematics applied to continuous graphs (graphs without gaps). Calculus has two aspects:
Differentiation (finding derivatives of functions)
Integration (finding indefinite integrals or evaluating definite integrals)
The calculus was invented by European mathematicians, Isa ...
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MacTech Network: MacForge.net | Computer Memory | Register Domains | Printer Supplies | Cables | iPod Deals | Mac Deals
The journal of Macintosh technology
Magazine In Print
About MacTech
Home Page
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Web
mactech.com
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Article Archives
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MacTech News
Previous News
MacTech R ...
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Lawrence Neff Stout
Professor of Mathematics
Illinois Wesleyan University
A.B. University of Chicago,
M.A., Ph.D. University of Illinois Urbana Champaign
Office: C209C Science Center
(309)-556-3038
Fall 2004 Schedule
E-mail: lstout@sun.iwu.edu
Department of Mathematics Web Page
Disclaimer
Contents:
How to study mathematics an essay designed to help the student attack college mathematics actively.
Teaching
Study Notes for classes
Research Interests
Resum ...
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Topics in Calculus
Lee Lady
A Conceptual Approach to Applications of Integration
The Derivatives of the Sine and Cosine Functions
Max-min Problems
Max-min Problems for Two Variables
Definition of the Logarithm Function
What the Hell Is a Differential?
Exponential Growth and Decay
Convergence of Infinite Series
Interpolation and Numerical Integration
Discontinuities in One and Several Variables
Curvature
Normal and Tangential Components of Acceleration
Derivation of ...
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More Mathematics than Science
This site is a collection of explanations and animations that will help the high school students, or anyone interested in mathematics, to better understand their subject. It includes descriptions of the several types of functions that are often studied in a precalculus class. Also, you will find a very useful graphics calculator here.
Here are the main topic centers:
Expression Evaluation
The Function Institute
The Geometry Section
Graph Paper
Miscellaneous Mathematics
The Trigonometry Realms
Curve Fitting
EZ Graph
Simple Data Grapher
Actually, this site is half of a larger site called Zona Land. Just use any of the Home links to get to the main point of entry. Zona Land also includes extensive material on physics.
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Mathematics Animated
Louis A. Talman
Department of Mathematical and Computer Sciences
Metropolitan State College of Denver
The objects below are QuickTime animations; they should work on Macintosh computers or on Windoze boxes that have QuickTime installed. If you don't have QuickTime, you can get the latest version at Apple's QuickTime site.
This page has proved to be much more popular than I could ever have imagined that it would, and I've heard complaints from several sources that it i ...
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Ask Mr. Calculus
Mr. Calculus is available to give you hints on your
calculus/mathematics questions.
Click "Ask Mr. Calculus".-->Hints for mathematics subjects up to Calculus BC.
Click above to go to Mr. Calculus page
The 2004 AP Free Response solutions are linked on the Mr. Calculus page.
The 2003 AP Free Response solutions are linked on the Mr. Calculus page. The 2002 AP Free Response solutions are linked on the Mr. Calculus page. Form B 2002 AP Free Response solutions are also linked on the Mr. Calculus page. Click above and then on the link on the Ask Mr. Calculus page.
Alternate link to Mr. Calculus that has very few images on the page for those with slower connections
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MSN HomeMy MSNHotmailShoppingMoneyPeople & Chat Sign In Web Search: Encarta® > > Subscriber Sign In| Help
Home | Encyclopedia | Dictionary | Thesaurus | World Atlas | Multimedia | Quizzes | Top-10 Lists | Education | Upgrade your Encarta Experience
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June 9
This Week: Summer Movie Season
•What's my line? A movie quotes quiz
•Film studies: The history of motion pictures
•10 films that should have won the Oscar, but didn't
Di ...
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Multivariable Calculus
George Cain & James Herod
© Copyright 1996, 1997 by George Cain and James Herod. All rights reserved.
This is a textbook for a course in multivariable calculus. It has been used for the past few years here at Georgia Tech. The notes are available as Adobe Acrobat documents. If you do not have an Adobe Acrobat Reader, you may down-load a copy, free of charge, from Adobe.
Title page and Table of Contents
Table of Contents
Chapter One - Euclidean Three ...
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Next: About this document ...
INTERNET CALCULUS EXAM IName: Solutions
Juan Manfredi
Internet Calculus
Department of Mathematics
University of Pittsburgh
Pittsburgh, PA 15260
Fax: (412) 624 83 97, voice: (412) 624 83 07
e-mail: manfredi+@pitt.edu
INSTRUCTIONS: You have one hour to work on the problems that follow. Please give careful explanations
1.
(a)
Velocity plots for two cars are shown below. Give your best estimate of the distance that the car 1 travels in ...
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Precalc Selections
Linear & Quadratics
Polynomial Functions
Inequalities
Functions
Exponents & Logs
Analytic Geometry
Trig Functions
Trig Equations, Apps
Triangle Trig
Trig Formulas
Polar & Complex #
Sequences & Series
Limits, Rat Functions
Intro to Calculus
Basic Calculus
Quizaroos
Puzzles
Random Riddles
Scientific Calculator
Graphing Calculator
Student Found Links
Algebra II Quizaroos
Homework Help!
Search this site!
Match ANY ...
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Parametric Curves
Motion in the Plane
Projecting the motion onto the coordinate axes
The curve defined by motion in the plane
Describing the motion using vectors
The same curve with a different parametrization
Projecting the motion onto the coordinate axes
With the velocity vector
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(Kent, WA) PCPOW
(Prob/Stats and Calculus Problems of the Week)
Newspaper Articles!
Question 4 Winner:
None--5 Perfect Scores this month!
Search This Site The Webfor
Currently 38 states have participated!!
Has your state participated in our contest yet? Click here to see the map of the United States. Maybe you could be the first participant from your state!!
The following countries have contributed to PCPOW!!
Last updated Sunday, Jan. 8th, 2006
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Pre-Calc Cncpts.
Calculus Cncpts.
Reference Sheet
Message Brd.
On this page, we've listed important concepts with which you should be comfortable.
For a basic understanding of Calculus I, you should be comfortable with the following concepts:
The cartesian plane and functions
The real number line
The cartesian plane and the distance formula ...
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BROWSE
ALPHABETICALLY
LEVEL:
Elementary
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Both
INCLUDE TOPICS:
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Free Web space and hosting from freehomepage.com
Search the Web
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Algebra
-Expand
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-Simplify
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-Partial Fractions
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Equations
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Algebrator solves all your algebra problems step-by-step. Click here for a Free on-line ...
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SJSU Math and Computer Science Department Split
The Mathematics and Computer Science Department at SJSU split into two separate departments on July 1, 2002.
This legacy page serves the needs of visitors using links that should be updated.
Please select which of the two new departments you would like to visit.
or
Page originally created by Andy Cardenas; modified by Chris Pollett in April 2003.
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MATHEMATICAL LECTURES
SLIDE SHOWS
By Roxanne Byrne
University of Colorado at Denver
This page contains streaming video lectures on topics in Mathematics as well as a few slide shows. You are welcome to view the files.
ALGEBRA TOPICS:
Circles (streaming video)
Functions (streaming video)
Linear Functions & Models (streaming video)
Quadratic Functions (streaming video)
Quadratic Models (streaming video)
Symmetry (streaming video)
Properties of Functions (streaming video)
Lib ...
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Study Guide for the Advanced Placement Calculus AB Examination
This study guide was originally written in the spring of 1996 to assist students in preparing for the Advanced Placement Calculus AB Exam. It has been converted from Microsoft Word 2.0 format to Microsoft Word 6.0/7.0 format. The study guide has been saved in PostScript and PDF formats. Both formats are hyperlinked below for your convenience. Internet Assistant for Microsoft Word was used to convert the word document to HTML a ...
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Calculus Math
History
Links to Links
Other FAC Links
About 1600 A.D., 'thinkers' began to seriously study motion--from planets to pendulums. They were asking questions like-What is speed? What is acceleration? How high? How far? What is the shortest path? This led to the idea of "rate of change at any given instant". From this simple idea was born the calculus, and its applications have been expanding ever since. The following are just a few of the things that calculus is used for.
...
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THE CALCULUS PAGE PROBLEMS LIST
Problems and Solutions Developed by :
D. A. Kouba
And brought to you by :
eCalculus.org
Beginning Differential Calculus :
Problems on the
limit of a function as x approaches a fixed constant
limit of a function as x approaches plus or minus infinity
limit of a function using the precise epsilon/delta definition of limit
limit of a function using L'Hopital's Rule
Problems on the continuity of a function of one variable
Problems on ...
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Next: The Continuum Limit Up: Mathematical Analysis of the Previous: The Skid-Row-Relay or Fire-Diffuse-Fire
4. The Saltatory and Continuous Limits and the Transition Between Them
In this section we discuss under what conditions the propagation is saltatory and under what conditions it is continuous. These regimes are illustrated in Fig.(1) in which two successive snapshots of the propagating wave are illustrated. In Fig 1 A saltatory propagation is illustrated: only a single site on the le ...
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TILU Table of Integrals Look Up
(version 3.20 beta)
Welcome to TILU, a web server that looks up symbolic integrals in a reference table.
We've moved TILU. Click here to continue to the new TILU site, http://torte.cs.berkeley.edu:8010/tilu
comments!
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Der Fachbereich Mathematik hat im Februar 2006 seinen Internetauftritt vollständig neu gestaltet.
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University of North Texas
Mathematics Projects
Over the last few years a number of student projects have been assigned in UNT mathematics classes. We are attempting to make the projects we have given in the past available to others. We are also interested in increasing our list of projects. If you wish to submit a project please e-mail it to Neal Brand (neal@unt.edu). Include a short abstract, a list of concepts the project requires, appropriate course(s), and a TeX or Postscript (prefe ...
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BELIEVE ME NOT! - - A SKEPTICs GUIDE
Next: Functions of Several Variables
Vector Calculus
You don't really have to know this stuff to use my HyperReference. However, if you are mathematically inclined you will surely enjoy the elegance and economy of vector notation when applied to calculus; if nothing else this is an æsthetic treat - read it just for fun!
Functions of Several Variables
Operators
GRADIENTS of Scalar Functions
DIVERGENCE of a Vector Field
CURL of a Vector Field
The LAPLACIAN Operator
GAUSS' LAW
Jess H. Brewer
1999-04-07
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Welcome to the
Mathphysics.com
Vector calculus home page
This page and its links contain copyrighted materials by Eric Carlen, James Herod, Evans Harrell and others. Unrestricted use for classroom purposes by Georgia Tech students and faculty is permitted, provided that the contents are unaltered, properly acknowledged, and contain this copyright notice. Casual use is permitted off campus with the same restrictions. If you are interested in regular off-campus use, please write us.
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Writing In Mathematics
Calculus Examples
1. Cool 106.5
2. Cell Phone Problem
3. Keyboarding Class
Math Analysis Examples
1. CSI Problem
2. An Exponential Problem
3. The Cement Pond
4. Problems with Radio Transmitters
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