Genuine (textbook) Higher Engineering Mathematics (Vol.2) 9787113141752(Chinese Edition). Dieser Artikel ist nicht verfügbar.Genuine (textbook) Higher Engineering Mathematics (Vol.2) 9787113141752(Chinese Edition)

Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date :2012-03-01 Pages: 157 Publisher: China Railway Press Title: (textbook) Higher Engineering Mathematics (Vol.2) Price: 22.00 yuan Author: dry Guosheng editor of Press: China the Railway Press Publication Date :2012-3-1ISBN: 9.787.113.141.752 words: 246.000 yards: 157 Revision: 1 Binding: Paperback: 16 Weight: Editor's Summary book based on modern educational philosophy courses. professional ability The The mainline build curriculum system. introduced by the experiment with dialogue teaching content. courses openness and generate stimulate students 'interest in learning and to enhance students' mathematical literacy. The main contents of this book include ordinary differential equations. multi-function calculus. determinant and matrix. linear equations. random events and deterrence rate. random variables and their numerical characteristics. mathematical modeling. In addition. the symbolic computation system Mathematica mathematical content combine breakthrough the vocational colleges raw mathematical calculations difficult bottleneck. The book can be used as a teaching professional vocational institutions in Engineering. but also can be used as reference books for technicians. Variable concept of differential equations with separable variables directory ordinary differential equations in Chapter 7 7.1 differential equations differential equations 7.1.2 Differential Equations 7.1.1 7.1.3 separable differential equations 7.1.4 Problem 7.1 using Mathematica for solving differential equations 7.3.1 first-order linear differential equations of the concept of homogeneous differential 7.2.1. 7.2. homogeneous differential 7.2.2 Homogeneous Differential Equations and exercises 7.2 7.3 first-order linear differential equations can be reduced for higher order differential equations 7.3.2 Reduction of higher order differential equations exercises 7.3 7.4 7.4.1 The second-order linear differential equations with constant coefficients second order linear differential equations with constant coefficients concept structure 7.4 7.4.2 order constant coefficient linear differential equations .3 second-order constant coefficient homogeneous linear differential solution 7.4.4 order constant coefficient non-homogeneous Linear Differential Equation Exercises 7.4 7.5 mathematical modeling: yellow traffic management integrated training 7 Chapter 8 The multi-function calculus 8.1 space analytic geometry 8.2.2 Introduction 8.1.1 space Cartesian coordinate system 8.1.2 space surface equation 8.1.3 using Mathematica Composer face exercises 8.1 8.2 yuan Function Differential 8.2.1 multi-function concept partial derivatives 8.2 .3 full differential 8.2.4 binary function extremum 8.2.5 Mathematica school in the multi-function integral of the applicant's application of multi-function differential calculus exercises 8.2 8.3 8.3.1 The re-integration concept and nature 8.3.2 double integral calculation 8.3 .3 arc length of the curve integral 8.3.4 Green's formula and its Application 8.3.5 Mathematica multi-function calculus exercises 8.3 8.4 mathematical modeling: Ji computing comprehensive training 8 Chapter 9 determinant Matrix 9.1 ranks -concept and calculation 9.1.1 second-order and third-order determinant order determinant 9.1.3 9.1.2 n calculate the determinant of exercises with Mathematica 9.1 9.2 Matrix and its elementary transformation 9.2.1 Matrix concept matrix operation 9.2.2 9.2.3 matrix the elementary transformation Exercises 9.2 9.3 rank of the matrix inverse matrix 9.3.l matrix inverse matrix of rank 9.3.2 Exercises 9.3 9.4 Mathematica 9.5 Mathematical modeling: the computer's purchase of the matrix operations - Analytic Hierarchy Chapter 12 of the Comprehensive training 9 10 Chapter 11 Chapter linear equations of random events and probability random variables and their numerical characteristics References Author Abstracts pre.…