Paperback. Pub Date: 2004 08 Pages: 381 Language: Chinese in Publisher: University Press book according to the the physical class higher mathematics syllabus preparation of teaching materials. the book is divided into three. Volume unary function calculus; second volume space analytic geometry. multi-function calculus; Volume III series. with parameters integral and ordinary differential equations. etc.. published in July 1989. the print run of more than 30.000 units. currently revision. After 10 years of teaching practice. the amendment retains the advantages of the first edition. adjusted on the part of the content of the new century teaching seriously. system integration requirements of a full range of content: Some highlights a rewrite. making it difficult dispersed. easier to understand and grasp; supplemented typical example. deletion of individual examples of the type...
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paperback. Condition: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pages Number The: 381 Language: Simplified Chinese Publisher: University Press; 1 (revised edition) (July 1. 1989). Book is written on the basis of physics Higher Mathematics syllabus textbooks. The book is divided into three. Volume functions of one variable calculus; The second book contains analytic geometry of space. multi-function calculus; The third book contains the series. with one variable integral and ordinary differential equations. The Ben Taoshu published in July 1989. more than 30.000 print run. is now a revised edition. After 10 years of teaching practice. this revision retains the first edition of the advantages of the new century teaching requirements of the contents of a full range of serious. system integration: the part of the contents were adjusted. some focus on content rewrite. and difficult to make dispersion easier to understand and grasp; added to some of the typical example. deletion of individual examples of the type of repeat. The specific amendments. see the preface to the revised edition. This book is the second volume. including the analytic geometry of space. multi-function differential calculus. multiple integrals. integral curve and surface integrals. field theory. preliminary and so on. The book summarizes the experience of long-term teaching higher mathematics of physics teaching. focusing on the typical and easy physical geometry instance the introduction of the concept of progressive approach to teaching the core content of the higher mathematics - calculus. The book describes simple scattered and difficult. examples. detailed derivation of logic. and focuses on explaining the fundamental theorem of the geometric meaning of the physical background and the practical value. the emphasis on basic computing and physical applications. to train students to solve physics problems . According to the needs of teaching. revision of each chapter to configure the right amount of exercise. exercise answers and tips. end of the book to facilitate teachers and students to use. The book can be similar to the professional as a comprehensive university in Normal Colleges physics. radio electronics. information science faculty professional undergraduate and University of Technology students teaching materials or teaching aids. Contents: the concept of coordinate distance between two points 1.3 Exercises Chapter analytic geometry of space-space Cartesian coordinates 1.1 space Cartesian coordinate system 1.2 point 2 9.1 vector algebra vector 2.1 2.2 Vector Addition and Subtraction 2.3 Vector x 2.4 several the concept of 2.5 vector coordinate 2.6 vector with the coordinates of the vector linear operator 2.7 vector mode and the coordinate expression of the direction cosine of the projection of 2.8 vector vector product with the number of vector projection 2.9 2.10 two vectors. vector product 2.11 mixed product of three vectors 2.12 vector vector plot exercises 9.2 space plane and a straight linear equation of the mutual relations of the two planes 3.1 plane equation 3.2 for 3.3 points of the flat-plane distance of 3.4 draw plane graphics space 3.5 3.6 line. line and 3.8 points. 3.7 flat bundle of plane angle to the surface conditions of the straight line distance of 3.9 is now a straight line. coplanar straight line distance from the exercise of 9.34 several common quadratic surface 4.1 cylinder 4.2 cone 4.3-rotation surface 4.4 spherical 4.5 oval face 4.6 single hyperboloid of 4.7 pairs of leaf surface 4.8 elliptic paraboloid 4.9 hyperbolic paraboloid 4.10 supplement for example the general equation and parametric equations of Problem 9.4 5 surface equation of the curve equation Introduction 5.1 Surface 5.2 the general equation of the curve with parametric equations 5.3 curve in the coordinate surface projection of 5.4 curve equation and the interaction parameter equation of exercises 9.5 Chapter. Seller Inventory # MM4037
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