Learning from the textbook: Advanced Mathematics (2nd Edition) (Vol.1)(Chinese Edition)

Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date: 2011 08 Pages: 353 Language: Chinese Publisher: Higher Education Press. Learning from the textbook: Advanced Mathematics (2nd Edition) (Vol.1) in the popular education under the new situation. according to the latest The revised engineering undergraduate mathematics foundation courses teaching basic requirements written. In the process of writing. the book combines the teaching situation in recent years. adhering to the first edition of pay attention to the problem-driven thinking and exploring activation; emphasis on mathematical thinking. highlighting the practical application of textbook writing philosophy. strive to highlight the following features: emphasis on secondary school teaching convergence of content; emphasis on graphics. table revealing; examples and exercises closer to living close to reality. close to the application. On the main content of the function and limiting the derivative and differential mean value theorem and the application of the derivative. functions of one variable calculus. the definite integral. differential equations. With commonly used mathematical formulas in the book. Introduction to polar coordinate system with several commonly used curves. Learning from the textbook: Advanced Mathematics (2nd Edition) (Vol.1) as general universities Polytechnic. administered professional higher mathematics textbooks. The book marked * content and exercises are only for students' reference there is spare capacity. Contents: Section I of Chapter function and limiting functions collection interval neighborhood. the mapping function of four series of elementary functions Exercises 1-1 Section II limit of a series of concept. the number of columns limit of three. the number of the column to limit the nature of the Problem 1-2 Section III of the limit of the function. when the limit of the function f (x) tends to infinity x when x tends to the limit of the time function f (x) x0 function limit the nature of the exercises 1-3 Section IV of the infinitesimal and the infinite freshman infinitesimal II 1-4 Section V the limit of infinite Exercises algorithms. limit infinitesimal relationship limit of four algorithms limit the substitution 1-5 Section VI of the rules Exercises limit exists force guidelines. standards and two important limits a folder monotonous circles guidelines Exercises 1-6 Section VII the infinitesimal comparative exercises 1-7 Section VIII function continuity function and point continuity. the continuity of the function on the interval. the functions break point its classification exercises 1-8 Section IX continuous function arithmetic and elementary functions. continuity. continuous function. poor 1-10 second derivative. product. supplier continuity. the continuity of the inverse function. continuity of composite function. the continuity of the elementary functions Exercises 1-9 in section X on the closed interval continuous function of the nature of the exercises with the concept of differential first section guide number of cited cases of two. the definition of the derivative three. the interval can guide and the guide function of four. the derivative of the geometric applications five. can guide and continuous's relationship six. derivative related disciplines meaning exercises 2-1 Section II derivation rule (I). the derivative of the four algorithms. inverse function derivative rule. composite function derivative rule exercises 2-2 Section III function differential. differential concept. differential formulas and algorithms. differential approximate calculation exercises 2-3 Section IV seeking derivative rule (). the implicit function derivative rule. logarithmic derivation by the parametric equations determine the derivative of the function 4. related to the rate of change of Problem 2-4 Section V higher derivative. explicit function of the higher order derivatives.…