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63 results for "integral calculus"
The Calculus By Richard Sauerheber, Ph.D.
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The stunning discovery of the mechanism by which the Calculus actually integrates exact areas under functions is revealed in this book. Three articles now published by Taylor & Francis in the... More > International Journal of Mathematical Education in Science and Technology form portions of the text, along with articles for beginning students and on the Calculus-revealed properties of light. All problems are completed for the student for maximum learning. This book was copyrighted by the Library of Congress, Washington, D.C. Publisher: Copyright Year: © 2011< Less
The Calculus By Richard Sauerheber, Ph.D.
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The stunning discovery of the mechanism by which the Calculus actually integrates exact areas under functions is revealed in this book. Three articles now published by Taylor & Francis in the... More > International Journal of Mathematical Education in Science and Technology form portions of the text, along with articles for beginning students and on the Calculus-revealed properties of light. All problems are completed for the student for maximum learning. This book was copyrighted by the Library of Congress, Washington, D.C. Copyright Year: © 2011< Less
Ray's Differential and Integral Calculus By Aaron Jagt
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Ray's Differential and Integral Calculus. 442 pages. Begins with definitions. Careful attention has been given to the teaching of the doctrine of limits, which has been made the basis of both the... More > Differential and Integral Calculus. Problems are supplied in the book.< Less
Starting Calculus for Biologists: Derivatives, Integration and Modeling By James Peterson
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In this book, we learn how to use mathematics and computation to help us understand how to study biological sciences. The problem is the mathematics and computer science part seem to overwhelm all... More > of us and keep us from seeing how helpful it is to allow those extra points of view. We are going to try hard to avoid that trap, but make no mistake. We expect you to go on this journey eagerly and work hard to achieve the goals we set out.< Less
Calculus In Focus By David McMahon
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Written by a professional physicist, Calculus in Focus teaches you everything you need to know about first semester calculus. Topics covered include computation of limits and derivatives, continuity,... More > one-sided limits, finding maxima and minima, related rates problems, implicit differentiation, integration and more. Each chapter is packed with sample problems that guide the reader through the procedures used to solve calculus problems. End of chapter exercises, based on the solved problems in the text, help the reader master the three main ideas of calculus-limit, derivative, and integral-while building confidence and preparing the reader for further study.< Less
Calculus In Focus By David McMahon
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Written by a professional physicist, Calculus in Focus teaches you everything you need to know about first semester calculus. Topics covered include computation of limits and derivatives, continuity,... More > one-sided limits, finding maxima and minima, related rates problems, implicit differentiation, integration and more. Each chapter is packed with sample problems that guide the reader through the procedures used to solve calculus problems. End of chapter exercises, based on the solved problems in the text, help the reader master the three main ideas of calculus-limit, derivative, and integral-while building confidence and preparing the reader for further study.< Less
Vector Calculus By Michael Corral
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This is a text on elementary multivariable calculus, designed for students who have completed courses in single-variable calculus. The traditional topics are covered: basic vector algebra; lines,... More > planes and surfaces; vector-valued functions; functions of 2 or 3 variables; partial derivatives; optimization; multiple integrals; line and surface integrals. The book also includes discussion of numerical methods: Newton's method for optimization, and the Monte Carlo method for evaluating multiple integrals. There is a section dealing with applications to probability. Appendices include a proof of the right-hand rule for the cross product, and a short tutorial on using Gnuplot for graphing functions of 2 variables. There are 420 exercises in the book. Answers to selected exercises are included.< Less
Brief Calculus By Benjamin Crowell
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This is a short introductory calculus text, focusing mainly on integration and differentiation of functions of a single variable, although iterated integrals are discussed. Infinitesimals are used... More > when appropriate, and are treated more rigorously than in old books like Thompson's Calculus Made Easy, but in less detail than in Keisler's Elementary Calculus: An Approach Using Infinitesimals. Numerical examples are given using the open-source computer algebra system Yacas, and Yacas is also used sometimes to cut down on the drudgery of symbolic techniques such as partial fractions. Proofs are given for all important results, but are often relegated to the back of the book, and the emphasis is on teaching the techniques of calculus rather than on abstract results. For more information about the book, see its home page at lightandmatter.com.< Less
Calculus And Analytical Geometry In 2D And 3D Part III Integral Calculus Differential Equations And Central Forces By narayana dash
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This is preliminary treatment of topics in integration, integral calculus, improper integral, beta and gamma function, differential equations,central forces, projectile,planetary motion, simple... More > harmonic motion, LCR circuits,gravitation, electrosttic magnetostatic forces for +2 level courses in CBSE, ICSE and various state councils in India and equivalent courses abroad. Also helpful for fundamental knowledge for IITJEE and othe entrance examinations.< Less
Contemporary Calculus II By Dale Hoffman
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This is a textbook for integral calculus with explanations, examples, worked solutions, problem sets and answers. It has been reviewed by calculus instructors and class-tested by them and the... More > author. The definite integral is introduced by Riemann sums as a way to evaluate “signed” areas, and the text contains the usual theorems and techniques of a first course in calculus. Besides technique practice and applications of the techniques, the examples and problem sets are also designed to help students develop a visual and conceptual understanding of the main ideas of integral calculus. The exposition and problem sets have been highly rated by reviewers.< Less