Friday 22 May 2015

Engineering Mathematics 1st Edition by K.A. Stroud pdf free Download

Engineering Mathematics 1st Edition by K.A. Stroud


                Engineering Mathematics is the best-selling introductory mathematics text for students on science and engineering degree and pre-degree courses. Sales of previous editions stand at more than half a million copies. It is suitable for classroom use and self-study. Its unique programmed approach takes students through the mathematics they need in a step-by-step fashion with a wealth of examples and exercises.
                The book is divided into two sections with the Foundation section starting at Level 0 of the IEng syllabus and the main section extending over all elements of a first year undergraduate course. The book therefore suits a full range of abilities and levels of access. The online personal tutor guides students through exercises in the same step-by-step fashion as the book, with hundreds of full workings to questions. 
  
  
STUDENT AND LECTURER SUPPLEMENTS
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                 Features applications and questions for each chapter where the maths from the book is used in engineering contexts. This motivates students, especially the more reluctant who cannot always see the point of the maths. The questions occasionally suggest the use of algebraic packages (software that does stages of the maths for you like a complicated calculator - all universities have a system).
                 These questions are relevant to all types of packages, not specific to one. Students can work through themselves or lecturers can print off for class/homework use. PowerPoint lecturer slides featuring the headings and subheadings from the book, plus Learning Objectives and key definitions and all figures and graphs. Also included are photos of the engineering contexts for where the maths is relevant, to create a lively, applied opener to each chapter/programme. The site also provides web-links to other useful sites
Topics: Mathematics, Complex Numbers, Hyperbolic Functions, Determinants, Vectors,Differentiation, Integration, Series, Differential Equations, Operator D

 

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