.publisher:China Railway Press.description:Paperback. Pub Date :2011-08-01 Pages: 248 Publisher: China Railway Press Title: (textbook) Higher Applied Mathematics. original price: 28 yuan Author: support Tianhong editor Press: China Railway Press Publication Date: 2011-8-1ISBN: 9787113134105 W
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paperback. Zustand: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date :2011-08-01 Pages: 248 Publisher: China Railway Press Title: (textbook) Higher Applied Mathematics. original price: 28 yuan Author: support Tianhong editor Press: China Railway Press Publication Date: 2011-8-1ISBN: 9787113134105 Words: 387.000 yards: 248 Edition: 1 Binding: Paperback: 16 Weight: Editor's Summary Higher Applied Mathematics the Editor With many years of teaching experience. according to engineering Applied Mathematics teaching actual situation. in accordance with the requirements of the Personnel Training objectives. in line with the principle of necessary and sufficient teaching notes based on a modified supplement written by. The book is described in a concise. shallow. deep and moderately describes the application of mathematics in engineering field. The book is divided into seven chapters introduce one yuan calculus basic knowledge. contents include: the limit of a function with continuous derivative and differential. derivative of applications. indefinite integral. definite integral definite integral. (often) differential equations . Reference answer each after the holiday with a certain number of exercises after each chapter with a summary and review unit self-test questions. the book with Chapter sections exercises and the unit self-test questions. Journal of Applied Mathematics Mathematics Textbook for vocational colleges. universities. and other science and engineering professions. teaching hours to about 84 hours. A function of the establishment of 1.1.2 the definition of the function of the concept of Contents Chapter 1 function. limit and continuous 1.1 function 1.1.1 neighborhood functions commonly used notation 1.1.3 1.1.4 1.1.5 1.1.6 function inverse function basic Behavior Exercises 1-1 1.2 1.2.1 1.2.2 composite function of the basic elementary functions 1.2.3 elementary function elementary functions 1.2.4 hyperbolic functions and inverse hyperbolic functions Exercises 1-2 1.3 limit Concepts 1.3.1 the number of columns limit the definition of the the 1.3.2 function of limit defined exercises 1-3 1.4 infinitesimal infinitesimal infinity 1.4.1 1.4.2 infinitesimal and function limit relations 1.4.3 infinity 1.4.4 infinitesimal infinite relations exercises 1-4 1.5 limit of four operations rule 1.5.1 limit of four algorithms 1.5.2 rule application example 1.5.3 infinitesimal arithmetic nature exercises 1-5 1.6 two important limits 1.6.1 first important limit 1.6.2 The second important limit exercises - 6 1.7 the infinitesimal comparative 1.7.1 infinitesimal compared concept commonly used equivalent the important conclusions exercises infinitesimal 1.7.3 About the equivalent infinitesimal 1-7 1.8 function continuity and discontinuity of the continuity of the function of point 1.8.1 1.7.2 1.8. 2 functions intermittent exercises 1-8 1.9 Continuous Functions 1.9.1 continuous function of the computing and nature and poor plot. continuity of provider continuity 1.9.2 continuity of composite function 1.9.3 elementary functions 1.9. 4 the closed interval continuous function of the nature of the exercises 1-9 summary self-test questions and review unit (a) Chapter 2 derivative function definition 2.1.2 2.1.1 derivative of the derivative concept of differential 2.1 differentiability and continuity relations 2.1.3 The geometric meaning of derivative 2.1.4 derivative the physical meaning Exercises 2-1 2.2 function function and derivative rule 2.2.1. difference. product providers derivative rule 2.2.2 composite function derivative rule 2.2.3 derivative of the basic formula and basic demand the derivative rule Exercises 2-2 2.3 higher derivative concept of the higher order derivatives 2.3.1 2.3.2 Higher Order Derivative method 2.3.3 The second derivative the mechanical significance Exercises 2-3 2.4 definition of the derivative of the function of the differential 2.4.1 2.4.2 function different. Bestandsnummer des Verkäufers EI023001