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CALCULUS-VOLUME I.II 版權信息
- ISBN：9787811059878
- 條形碼：9787811059878 ; 978-7-81105-987-8
- 裝幀：暫無
- 冊數：暫無
- 重量：暫無
- 所屬分類：>>
CALCULUS-VOLUME I.II 本書特色
《微積分(套裝上下冊)(英文版)》是由中南大學出版社出版的。
CALCULUS-VOLUME I.II 內容簡介
簡介 《微積分(套裝上下冊)(英文版)》是由中南大學出版社出版的。
CALCULUS-VOLUME I.II 目錄
chapter 7 analytic geometry in space and vector algebra
7.1 vector and their linear operations
7.2 rectangular coordinate systems in space and components of vectors
7.3 the scalar product vector product mixed product
7.4 planes and their equations
7.5 straight lines in space and their equations
7.6 surfaces and their equations
7.7 space curves and their equations
7.8 quadric surfaces
chapter 8 the multivariable differential calculus and its applications
8.1 basic concepts of muhivariable functions
8.2 limit and continuity for function of several variables
8.3 partial derivatives and higher-order partial derivatives
8.4 total differentials
8.5 directional derivatives and the gradient
8.6 differentiation of muhivariable composite functions
8.7 differentiation of impliet functions
8.8 applications of differential calculus of muhivariable functions in geometry
8.9 extreme value problems for muhivariable functions
chapter 9 multiple integrals
9.1 double integral
9.2 evaluation of a double integral by iterated integration
9.3 change of variables in a double integral
9.4 improper double integrals
9.5 applications of double integrals
9.6 extensions to higher dimensions
9.7 change of variables in a triple integral
chapter 10 line integrals and surface integrals
10.1 line integrals with respect to arc lengths
10.2 line integrals with respect to coordinates
10.3 green's theorem, path independence
10.4 surface integrals with respect to surface areas
10.5 surface integrals with respect to coordinates
10.6 the divergence theorem
10.7 stokes theorem
chapter 11 differential equations
11.1 differential equations and their solutions
11.2 separable equations
11.3 linear first-order equations
11.4 homogeneous equations
11.5 exact equations
11.6 reducible second-order equations
11.7 second-0rder linear equations
answers
7.1 vector and their linear operations
7.2 rectangular coordinate systems in space and components of vectors
7.3 the scalar product vector product mixed product
7.4 planes and their equations
7.5 straight lines in space and their equations
7.6 surfaces and their equations
7.7 space curves and their equations
7.8 quadric surfaces
chapter 8 the multivariable differential calculus and its applications
8.1 basic concepts of muhivariable functions
8.2 limit and continuity for function of several variables
8.3 partial derivatives and higher-order partial derivatives
8.4 total differentials
8.5 directional derivatives and the gradient
8.6 differentiation of muhivariable composite functions
8.7 differentiation of impliet functions
8.8 applications of differential calculus of muhivariable functions in geometry
8.9 extreme value problems for muhivariable functions
chapter 9 multiple integrals
9.1 double integral
9.2 evaluation of a double integral by iterated integration
9.3 change of variables in a double integral
9.4 improper double integrals
9.5 applications of double integrals
9.6 extensions to higher dimensions
9.7 change of variables in a triple integral
chapter 10 line integrals and surface integrals
10.1 line integrals with respect to arc lengths
10.2 line integrals with respect to coordinates
10.3 green's theorem, path independence
10.4 surface integrals with respect to surface areas
10.5 surface integrals with respect to coordinates
10.6 the divergence theorem
10.7 stokes theorem
chapter 11 differential equations
11.1 differential equations and their solutions
11.2 separable equations
11.3 linear first-order equations
11.4 homogeneous equations
11.5 exact equations
11.6 reducible second-order equations
11.7 second-0rder linear equations
answers
展開全部
CALCULUS-VOLUME I.II 節選
《微積分(套裝上下冊)(英文版)》包括了：《Calculus Volume Ⅰ》、《Calculus Volume Ⅱ》。內容簡介：This is a student textbook covering essential topics in calculus usually taughtin the early stages of science and engineering students in China. The requirementsof such students have influenced its content and presentation helped in many waysby the authors' long and continuous experience of teaching mathematical methods tovarious degree students in Central South University. It is divided into two volumes.The first volume contains Calculus of single variable and infinite series. The sec-ond volume consists of Calculus of multivariable with analysis geometrics and ordi-nary differential equations.
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