"Highly recommended." — The Times (London) Educational Supplement
"It will delight both young and old." — The American Mathematical Monthly
"A truly lively and unusual, not to mention precise, textbook." — New York Public Library
"The calculus book looks great. There has never been anything like it." — Martin Gardner, longtime author of the "Mathematical Games" column for Scientific American
Filled with humorous illustrations as well as lively and absorbing mathematical learning, this calculus comic book requires only a familiarity with high school algebra and a sense of humor. Prof. E. McSquared introduces each concept in differential calculus in the form of a memorable character and helps readers develop their intuitive powers. A lifesaver for struggling students and a treat for the mathematically minded, the book includes helpful exercises and complete solutions.
"synopsis" may belong to another edition of this title.
"Highly recommended."—The Times (London) Educational Supplement
"It will delight both young and old."—The American Mathematical Monthly
"A truly lively and unusual, not to mention precise, textbook."—New York Public Library
"The calculus book looks great. There has never been anything like it."—Martin Gardner, longtime author of the "Mathematical Games" column for Scientific American
Filled with humorous illustrations as well as lively and absorbing mathematical learning, this calculus comic book requires only a familiarity with high school algebra and a sense of humor. Prof. E. McSquared introduces each concept in differential calculus in the form of a memorable character and helps readers develop their intuitive powers. A lifesaver for struggling students and a treat for the mathematically minded, the book includes helpful exercises and complete solutions.
Dover (2014) republication of the edition published by Dyer and Swann Publishing, Scotts Valley, California, 2002.
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Introduction giving the itinerary of the calculus trip., 6,
Chapter I. Functions., 10,
Chapter II. Limits., 76,
Chapter III. Derivatives., 187,
An INTERGALACTIC Epilogue., 237,
Answers!, 248,
Selected solutions and answers for the extra exercises and excursions., 260,
Calculus is concerned with studying VERY CAREFULLY relationships of the sort that can be put on a graph.
In the course of studying these relationships, mathematicians tried to answer the following three questions:
The FIRST question is ... Pictures are not precise enough and computers can't compute with them.
Assuming a logical answer to the first question, the SECOND question is ...
Mathematicians floundered around for years over this one and finally came up with a clever if somewhat slippery answer that also gave them a way to deal with the THIRD question ...
The answers to these three questions provided the basis for what is called "Differential Calculus," and these answers were just what mathematicians needed to talk about velocities, gravity, etc., and thus get the whole scientific trip off the ground.
Excerpted from Prof. E. McSquared's Calculus Primer: Expanded Intergalactic Version! by Howard Swann, John F. Johnson. Copyright © 2002 Howard Swann and John Johnson. Excerpted by permission of Dover Publications, Inc..
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