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- PublisherHigher Education Press
- Publication date2000
- ISBN 10 7040363208
- ISBN 13 9787040363203
- BindingPaperback
- LanguageChinese
- Edition number1
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Learning from the textbook: Calculus and mathematical model tutorial (Vol.2)(Chinese Edition)
Seller: liu xing, Nanjing, JS, China
Seller rating 5 out of 5 stars
paperback. Condition: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date: December 2012 Pages: 328 Language: English Publisher: Higher Education Press. Learning from the textbook: calculus and mathematical model tutorial (Vol.2) focus on the introduction and understanding of the concept of an application example. by strengthening math modeling and mathematical experiment teaching content integration to promote students' knowledge. abilities and qualities. The next book is divided into five chapters. including space analytic geometry and vector algebra. multi-function differential calculus. multiple integral curve integrals and surface integrals. differential equations. The end of the book using MATLAB to solve common mathematical problems related knowledge. in order to foster and train students to use the computer's ability to solve practical problems. step by step in the learning process and to stimulate students' interest in learning. Learning from the textbook: Calculus and mathematical model tutorial (Vol.2) can be used as the mathematical foundations of curriculum materials for colleges and universities non-math majors. 8.3 Section IV Section II Contents: Chapter VIII of space analytic geometry and vector algebra Section 1 space Cartesian coordinate system exercises 8.1 8.2 Section III of the vector and its linear arithmetic exercises vector coordinates exercises hybrid integrated scalar product vector product Exercises 8.4 Section 5 plane and its equation exercises 8.5 Section VI space straight line and its equation Exercises 8.6 Section VII 8.7 Section VIII of the surface and its equation Exercises space curve and its equation Exercises 8.8 of Section IX conicoid its equation Exercises 8.9 first the IX multivariate function differential calculus Section 1 the concept of the multi-function. limit and continuity exercises 9.1 Section II the partial derivative Exercises 9.2 Section III total differential exercises 9.3 Section IV multiple composite function of the derivative rule Exercises 9.4 Section V implicit the extremum and maximum of 9.6 Section VII of the function of the derivation formula Problem 9.5 Section VI diverse Function Differential geometry application exercises directional derivative gradient Exercises 9.7 Section VIII binary function the Taylor formula Exercises 9.8 Section IX multi-function . minimum conditions of Exercise 9.9 section X multi-function extremum and optimization models Exercises 9.10 Section XI of the method of least squares Exercises 9.11 Chapter weight integral concept and nature of exercises of the first section of double integrals 10.1 Section II two 10.2 Section III triple integral concept and its calculation method of re-calculation of the integral method exercises exercises 10.3 Section IV the double integrals physical application model exercises 10.4 Chapter XI curve integrals and surface integrals of the first section of the arc length of the curve integral Exercises Section II the curve integral Exercises coordinates 11.2 Section III of the Green's formula and its application exercises Exercise 11.3 Section IV of the area of ??the surface integrals 11.4 Section V coordinates the surface integrals exercises 11.5 11.1 . XII differential equations Appendix MATLAB higher mathematics part of the exercise answers and tipsFour Satisfaction guaranteed,or money back. Seller Inventory # NG007896
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