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This book can be used as the teaching material of the basic mathematics coures for the liberal arts in universities and higher normal schools. It can also be used as the reference book for middle school maths teachers, science and engineering college students and readers with high school or higher educational level.
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Book Description paperback. Condition: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date :2012-07-01 Pages: 308 Publisher: Science Press title: condensed calculus tutorials Original Price: 38.00 yuan of: high Indian bead arranges Press: Science Publishing Date :2012-7- 1ISBN: 9787030351302 Words: 400.000 yds: 308 Edition: 1 Binding: Paperback: 16 Weight: Editor's Choice div Executive Summary condensed calculus tutorial Nanjing University of Humanities and Social Sciences undergraduate mathematics Textbook (one semester. a total of 72 hours). Topics include functions. limits. functions of one variable differential calculus of functions of one variable calculus and multi-function calculus learning. Focus on condensed calculus tutorial exposition of the theory and methods; configuration of the 200 pieces of illustration. the important typical functions are given precise image; appropriate Exercises difficulty. with a reference to the answer. Condensed calculus tutorial can be used as a comprehensive University in Normal Colleges of Arts Mathematics Textbook. also can be used as a middle school math teacher. college students of science and engineering as well as reference books with readers learning calculus in high school or higher. Contents Preface Chapter function 1.1 Collection 1.2 function concept Exercises 1.21.3 function of several characteristics exercises composite function exercises 1.41.5 1.31.4 inverse function of elementary functions Exercises 1.5 second limit 2.1 series limit 2.1.1 series limit concept 2.1.2 convergence series of nature and arithmetic the 2.1.3 series limit exists two criteria Exercises 2.12.2 Limit of Function 2.2.1 function limit concept 2.2.2 Functional Limit nature. computing and existence conditions 2.2.3 two important limit 2.2.4 infinitesimal and infinite continuity of a large number of exercises 2.22.3 function definition 2.3.1 function continuity 2.3.2 function intermittent continuous function computing point 2.3.3 2.3.4 elementary functions continuity 2.3 .5 closed interval continuous function on the basic properties of composite function of the four algorithms of the 3.1 derivative derivative derivative concept of differential 3.1.1 3.1.2 3.1.3 inverse function derivative 3.1.4 Exercises 2.3 The Derivative school higher derivative derivative guide number 3.1.5 elementary functions 3.1.6 3.1.7 Theorem 3.2.2 'Hospital's Rule 3.2.3 Taylor's theorem exercises 3.23.3 derivative value in the differential Exercises 3.13.2 fundamental theorem of differential calculus 3.2.1 Application 3.3.1 monotonicity and extrema function irregularities inflection point 3.3.2 the curve asymptote 3.3.3 3.3.4-function mapping exercises 3.3 Chapter 4.1 indefinite integral functions of one variable calculus with the original function Exercises 4.14.2 indefinite integral nature of the basic integral table Problem 4.24.3 integration method 4.3.1 first of Integrator 4.3.2 of Integrator 4.3.3 Integration by Exercise 4.34.4 Fixed definite integral nature of the concept of integration exercises 4.44.5 exercises 4.54.6 definite integral definite integral calculation 4.6.1 Variable Upper Limit 4.6.2 Newton Leibniz formula 4.6.3 points for Element Method 4.6.4 definite integral points Ministry integral method exercises 4.64.7 application given plane figures Exercises Integral 4.74.8 the generalized integrator Exercises 4.8 V multi-function calculus 5.1 Limit and continuity exercises 5.15.2 partial derivative total differential Exercises 5.25.3 two element function extremum Exercises 5.35.4 double integral Exercises 5.4 References Appendix Appendix B Review Questions and papers example some proof of the theorem and examples in this tutorial A Appendix C Exercises reference answer Appendix D commonly used mathematical formulas and mathematical induction Appendix E the Greek alphabet Appendix F Calculus founder of Newton and Leibniz About the Author Digest preambleFour Satisfaction guaranteed, Seller Inventory # FT059603
Book Description paperback. Condition: New. Paperback. Pub Date: 2012 07 Pages: 308 Language: Chinese in Publisher: Science Press Concise calculus tutorial Nanjing University of Humanities and Social Sciences undergraduate Mathematics Textbook (one semester. a total of 72 hours). Topics include functions. limits. functions of one variable differential calculus of functions of one variable calculus and multi-function calculus learning. Focus on condensed calculus tutorial exposition of the theory and methods; configuration of the 200 pi. Seller Inventory # CC079631