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Calculus:     more books (100)

Multivariable Calculus (Stewart's Calculus Series) by James Stewart, 2007-06-12 Calculus Essentials For Dummies (For Dummies (Math & Science)) by Mark Ryan, 2010-05-17 Calculus (With Analytic Geometry)(8th edition) by Ron Larson, Robert P. Hostetler, et all 2005-01-11 Stochastic Calculus for Finance I: The Binomial Asset Pricing Model (Springer Finance) (Volume 0) by Steven E. Shreve, 2005-06-28 Calculus of Variations by I. M. Gelfand, S. V. Fomin, 2000-10-16 Pre-Calculus For Dummies by Krystle Rose Forseth, Christopher Burger, et all 2008-04-07 Study Guide for Stewart's Single Variable Calculus, 6th by Richard St. Andre, 2007-05-23 Be Prepared for the AP Calculus Exam by Mark Howell, Martha Montgomery, 2004-12-15 Calculus by Ron Larson, 2000-11 Precalculus: Mathematics for Calculus, Enhanced Review Edition (with CD-ROM and iLrn? Printed Access Card) by James Stewart, Lothar Redlin, et all 2007-02-05 Calculus: Concepts and Contexts (Stewart's Calculus Series) by James Stewart, 2009-03-09 Homework Helpers: Pre-Calculus by Denise, Ph.D. Szecsei, 2007-05-30 Schaum's Outline of Advanced Calculus, Third Edition (Schaum's Outline Series) by Robert Wrede, Murray Spiegel, 2010-01-25 Quick Calculus: A Self-Teaching Guide, 2nd Edition by Daniel Kleppner, Norman Ramsey, 1985-10-28

lists with details

41. Calculus - The Wolfram Demonstrations Project
    Numerical Methods for Differential Equations Representations of the Dirac Deltafunction Fonction de répartition (French) calculusFree Derivatives of  
    http://demonstrations.wolfram.com/topic.html?topic=Calculus

42. World Web Math: Calculus Index
    calculus Index. Paths. Independent Study. Topics. Summary; Limits. Formal definition of limits The Squeeze Theorem Useful Trigonometric Limits  
    http://web.mit.edu/wwmath/calculus/index.html

43. UBC Calculus Online Homepage
    University of British Columbia course notes. Covers functions, derivatives and applications of derivatives in some detail. calculus labs or short quizzes  
    http://www.ugrad.math.ubc.ca/coursedoc/math100/

44. Career Calculus
    Remember your introductory calculus? Probably not. You were either a horny high school senior or a hungover college freshman, so you weren t paying  
    http://www.ericsink.com/Career_Calculus.html
    
    Extractions: Tuesday, August 19, 2003 Career Calculus A couple weeks ago there was a flurry of blogging over the price of Microsoft's upcoming Professional Developers Conference ( PDC ). In the midst of this controversy, Doug Reilly chimed in with a post entitled " Who is responsible for your career? ". Doug's post got a lot of reads and links, including well-said "amen posts" from Sam Gentile and Robert Hurlbut While I don't care to debate the issue of PDC pricing, I do want to affirm the concept of taking responsibility for our own careers. Often we choose to focus on the things which are outside our control. But the truth is that our career path is largely determined by our own choices. I've known and worked with lots of developers, and I have noticed one thing which separates those with great careers from everybody else. Developers with outstanding careers understand a secret that seems to elude the majority: Focus on the first derivative.

45. Calculus: Differentials And Integrals. A Simple Introduction From Physclips
    calculus is easier than you think. Here s a simple example the bucket at right integrates the flow from the tap. The flow is the time derivative of the  
    http://www.physclips.unsw.edu.au/jw/calculus.htm
    
    Extractions: Calculus is easier than you think. Here's a simple example: the bucket at right integrates the flow from the tap. The flow is the time derivative of the water in the bucket. The basic ideas are not more difficult than that. Calculus analyses things that change, and physics is much concerned with changes. For physics, you'll need at least some of the simplest and most important concepts from calculus. Fortunately, one can do a lot of introductory physics with just a few of the basic principles. So stick with us: differentiation really is just subtracting and dividing, and integration really is just multiplying and adding. This short introduction is no substitute, however, for a good high school calculus course: we are going to take some short cuts of which mathematicians may disapprove. What is a logarithm? A brief introduction v vector When the clock strikes zero, he is at x = 3 m. We call this his initial displacement and write x

46. Multivariable Calculus Contents
    Multivariable calculus Online is adapted from the textbook calculus A Modern Approach by Kevin Shirley and Jeff Knisley.  
    http://math.etsu.edu/Multicalc/
    
    Extractions: (supported in part by National Science Foundation grant DUE-9950600) Vector-Valued Functions Vectors in 2 and 3 dimensions The Dot Product The Cross Product ... Capstone: The Inverse Square Law C.1. Uniform Circular Motion C.2. Conservation Laws C.3. Kepler's Laws C.4. Satellites and Planets C.5. Electric and Magnetic Fields C.6. Maxwell's Equations C.7. Special Relativity C.8. General Relativity - An Overview Downloads Individual Sections Maple Worksheets Online Tools ... Browser Considerations Optimized for 1024 X 768 resolution Developed for Windows IE 6.0 or greater

47. Calculus Animations With Mathcad
    calculus Animations with Mathcad. by Przemyslaw Bogacki and Gordon Melrose. Contents. Limits; Slope vs. Derivative; Arc Length; Infinite Series  
    http://www.math.odu.edu/cbii/calcanim/
    
    Extractions: Two examples are illustrated: The top graph depicts the given function, and a triangle illustrating the rise corresponding to the run=1. As the animation advances, the triangle moves along the graph, and the rise/run values are used to create the derivative graph underneath. Note that the positive rise/run values are indicated in green; negative values are indicated in red. This animation can be viewed for the following functions: The arc length of the graph of y=f(x) from x=a to x=b can be defined using the the length of a polygonal approximation to the graph.

48. Calculus For Beginners
    calculus for Beginners and Artists. Chapter 1 Why Study calculus? Chapter 2 Numbers Single Variable calculus. Derivative and Tangent Line  
    http://www-math.mit.edu/~djk/calculus_beginners/

49. Java + Calculus
    Java + calculus. Some Java applets for experimenting with graphs of functions, and notions like limits, tangents, derivatives, arc length, and area.  
    http://www.math.utah.edu/~carlson/teaching/java/calculus/

50. Mathtools.net : Fortran/Calculus
    Listing of Fortran calculus related links, tools, and resources.  
    http://www.mathtools.net/Fortran/Calculus/index.html
    
    Extractions: Software for Initial Value Problems Update Link / Bad Link? The code GAM numerically solves first order ordinary differential equations, either stiff or nonstiff in the form y'=f(x,y), with a given initial condition. The methods used are in the class of Boundary Value Methods (BVMs), namely the Generalized Adams Methods (GAMs) of order 3,5,7,9 with step size control. Submitted Mar 28, 2000

51. Calculus WIZ: Wolfram Research's Calculus Tutor
    calculus software for use with Mathematica. Solves calculus homework problems directly. Contains algebraic calculator and interactive textbook that covers  
    http://www.wolfram.com/products/student/calcwiz/
    
    Extractions: MacWEEK.com Concentrate on Concepts Not Computations Calculus WIZ is an interactive calculus tutorial that's simple, powerful, and easy to understand. Calculus WIZ taps into the calculus power of Mathematica to help you blow away your calculus homeworkand now, Calculus WIZ no longer requires you to have Mathematica ! Our stand-alone edition comes with a specially customized mathematics engine based on Mathematica technology. Calculus WIZ can help you from day one, or whenever the going gets rough, by giving you a firm grasp on the following key concepts: Limits, Functions and Graphs, Differentiations, The Mean Value Theorem, Curve Sketching, Applications of the Derivative, Integrations and Their Application, Transcendental Functions, Techniques of Integration, Conics, Polar Coordinates, Parametric Equations, Infinite Sequences, Improper Integrals, Infinite Series, Differential Equations

52. Electoral Calculus
    Prediction of the UK election results using scientific analysis of opinion polls and electoral geography. Includes detailed predictions of every seat,  
    http://www.electoralcalculus.co.uk/

53. Calculus Calculators
    calculus Differentiate The differentiate command allows you to find the derivative of an expression with respect to any variable.  
    http://www.ifigure.com/math/calculus/calculus.htm
    
    Extractions: Calculus Calculators Differentiation Integration Finding the integral of an expression (numerical) "This selection can perform a numerical integration of an expression." Finding the integral of an expression (symbolic) "This selection can perform some very basic symbolic integrals. It's best at integrating polynomials and trignonmetric functions." Calculus: Integrate "The integrate command can be used to find either indefinite or definite integrals."

54. Geometric Calculus R D Home Page
    Includes a brief introduction, articles and book chapters on the subject, as well as references to further information.  
    http://modelingnts.la.asu.edu/

55. Dansmath - Lessons - Calculus 1
    Features step by step lessons to introductory calculus. Included are function and precalculus preview pages.  
    http://home.earthlink.net/~djbach/calc.html
    
    Extractions: (top of page) Limits (Sequences, functions, graphs) What do the numbers 1/1, 1/2, 1/3, 1/4, 1/5, . . . get closer and closer to? It may be clear that they approach zero, so we say the limit is 0. The nth term is 1/n, so the notation is lim 1/n = 0. (The -> means "approaches"; the oo is a cheesy infinity symbol.) f(x) = lim 1/x = 0. On the graph we'd have a horizontal asymptote at y = since the output values approach as the graph goes off to the right. (Click here to review functions or graphing.) Example 1: [x+3] = 6. Example 2: Let g(x) = (x^2 - 9) / (x - 3) . By algebra, we have g(x) = (x + 3)(x - 3) / (x - 3) and if x =/= 3 then we can cancel, so g(x) = x + 3 if x =/= 3. Notice that f(3) = 6 but g(3) is undefined. The f(x) from example 1 has domain "all real numbers," but the g(x) from example 2 has domain "all reals except 3," so they're different functions. But the limit as x -> 3 is the same in both cases: lim f(x) = lim Example 3: Some other interesting limits: lim [(sin x) / x] = 1 lim [(1 + x)^(1/x)] = e = 2.71828 approx

56. Calculus-Based Physics
    Free twovolume introductory physics textbook in pdf and editable format with ancillary materials including video solutions to physics problems,  
    http://www.anselm.edu/internet/physics/cbphysics/
    
    Extractions: Calculus-Based Physics is an introductory physics textbook designed for use in the two-semester introductory physics course typically taken by science and engineering students. Calculus-Based Physics is a free physics textbook. You are encouraged to copy, edit, use, and share the book itself and the ancillary materials posted to this web site in accord with the Creative Commons Attribution-ShareAlike 2.5 License Calculus-Based Physics is provided here 1st Semester Downloads and 2nd Semester Downloads in pdf and MS Word TM formats. Calculus-Based Physics is now available in hardcopy in the form of two black and white paperbacks at www.LuLu.com at the cost of production plus shipping. Note that Calculus-Based Physics is designed for easy photocopying. So, if you prefer to make your own hard copy, just print the pdf file and make as many copies as you need. While some color is used in the textbook, the text does not refer to colors so black and white hard copies are viable. I wrote Calculus-Based Physics in MS Word TM to make it easy for you to edit it. If the book looks useful to you, but some changes would make it more useful, please download the MS Word

57. Applied Calculus: Everything
    Covers a review of functions. Explains derivatives from the numerical, geometrical and algebraic aspects. Gives some examples of applications.  
    http://people.hofstra.edu/Stefan_Waner/realWorld/tccalcp.html
    
    Extractions: On-Line Utilities You can get back here from anywhere by pressing the "Everything for Calculus" link. Chapter 1 Functions and Models 1.1 Functions from the Numerical and Algebraic Viewpoints On-line tutorial for Section 1.1 1.2 Functions from the Graphical Viewpoint On-line tutorial for Section 1.2 1.3 Linear Functions On-line tutorial for Section 1.3 1.4 Linear Models On-line tutorial for Section 1.4 1.5 *Linear Regression On-line tutorial for Section 1.5 On-Line: New Functions from Old: Scaled and Shifted Functions On-Line: Fitting Functions to Data: Linear and Exponential Regression You're the Expert Modeling Spending on Internet Advertising

58. Understanding Calculus
    Free online calculus ebook focusing on understanding concepts of functions, dimensions, graphs, derivatives, integration and applications.  
    http://www.understandingcalculus.com/
    
    Extractions: Home Table of Contents Preface Chapter 1 ... Share page with friends! Your Name: Friend Emails: Your Email - optional: Understanding Calculus is a complete online introductory book that focuses on concepts. Integrated throughout the e-book are many engineering applications aimed at developing the student's scientific approach towards problem solving. The book has as much to do with Calculus as with Philosophy. My motivation in writing it was to prove to myself that I could understand a complex subject like Calculus by applying simple philosophical rules of logic and reason. I have now forgotten a lot of the Calculus, but what remains is that sense that anything can be understood. I know that sounds like a cliche but too much of the world is complicated by layers of evolution. If you understand how each layer is put down then you can begin to understand the complex systems that govern the world. I hope you find the book enlightening as the goal is to learn by understanding, not by memorizing. Please do not hesitate to contact me with your

59. Earliest Uses Of Symbols Of Calculus
    Gives background for notations that are commonly used like the integral and delta signs.  
    http://hometown.aol.com/jeff570/calculus.html
    
    Extractions: htmlAdWH('93212816', '728', '90'); Main Earliest Uses of Symbols of Calculus Last revision: Dec. 1, 2004 Derivative. The symbols dx, dy, and dx/dy were introduced by Gottfried Wilhelm Leibniz (1646-1716) in a manuscript of November 11, 1675 (Cajori vol. 2, page 204). f'(x) for the first derivative, f''(x) for the second derivative, etc., were introduced by Joseph Louis Lagrange (1736-1813). In 1797 in Théorie des fonctions analytiques the symbols f'x and f''x are found; in the Oeuvres, Vol. X , "which purports to be a reprint of the 1806 edition, on p. 15, 17, one finds the corresponding parts given as f(x), f'(x), f''(x), f'''(x) " (Cajori vol. 2, page 207). In 1770 Joseph Louis Lagrange (1736-1813) wrote for in his memoir Nouvelle méthode pour résoudre les équations littérales par le moyen des séries Oeuvres, Vol. III In 1772 Lagrange wrote u' du dx and du u'dx in "Sur une nouvelle espèce de calcul relatif à la différentiation et à l'integration des quantités variables," Nouveaux Memoires de l'Academie royale des Sciences et Belles-Lettres de Berlin Oeuvres, Vol. III

60. Interactive Learning In Calculus And Differential Equations With Applications
    A classroom learning environment based on Mathematics notebooks.  
    http://www.ma.iup.edu/projects/CalcDEMma/Summary.html
    
    Extractions: 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 equations with guided discovery and exploration. The project was funded through a National Science Foundation Instrumentation and Laboratory Improvement grant, number DUE-9351896. IUP's project has several significant attributes. The Mathematics Department is fully implementing this curriculum in all sections of its science calculus sequence and in the two-semester differential equations sequence. Eleven faculty, comprising approximately one third of IUP's mathematics faculty, are coinvestigators. The curricular revisions are being coordinated with the science departments at IUP, who are also integrating active learning and technology in their courses. This collaboration, based on common pedagogical goals and software, will bring more scientific applications into mathematics courses and strengthen the use of mathematics in science courses. All students in the Mathematics Department are involved. Mathematics and Applied Mathematics majors are required to take Differential Equations, and Mathematics Education majors have a unit devoted to the project in the teacher preparation course, Computers and Calculators in Secondary Mathematics.

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