Engineering Mathematics (WBUT)
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Book Details
Author(s)
S.S. Sastry
Publisher
PHI
ISBN / ASIN
B00K7YG0F8
ISBN-13
978B00K7YG0F1
Marketplace
France 🇫🇷
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Description
(According to West Bengal University of Technology Syllabus)
Primarily intended to serve as a basic text for students following introductory courses in all the branches of engineering, this volume will also be useful, as a reference text in applied mathematics, to engineers and scientists.
This well-organized and comprehensive text covers the complete syllabus of West Bengal University of Technology (WBUT), West Bengal. The subject matter of the book is organized in two parts:
Part I (For B.E., First semester students)
Part II (For B.E., Second semester students)
Part I includes comparison test, ratio test, Cauchy’s root test and their related problems. It also provides a chapter on Three-Dimensional Geometry which covers elementary ideas of surfaces like sphere, right circular line and right circular cylinders, and equations in standard forms.
Part II introduces the idea of a matrix and algebraic operations of matrices. Then it moves on to Gauss elimination process for solving a system of linear equations in three unknowns. It concludes with numerical differentiation and numerical integration.
KEY FEATURES
• Numerous illustrative examples covering important models.
• Unsolved problems for practice at the end of each section.
• Answers to all exercises.
• Question bank at the end of chapters
Primarily intended to serve as a basic text for students following introductory courses in all the branches of engineering, this volume will also be useful, as a reference text in applied mathematics, to engineers and scientists.
This well-organized and comprehensive text covers the complete syllabus of West Bengal University of Technology (WBUT), West Bengal. The subject matter of the book is organized in two parts:
Part I (For B.E., First semester students)
Part II (For B.E., Second semester students)
Part I includes comparison test, ratio test, Cauchy’s root test and their related problems. It also provides a chapter on Three-Dimensional Geometry which covers elementary ideas of surfaces like sphere, right circular line and right circular cylinders, and equations in standard forms.
Part II introduces the idea of a matrix and algebraic operations of matrices. Then it moves on to Gauss elimination process for solving a system of linear equations in three unknowns. It concludes with numerical differentiation and numerical integration.
KEY FEATURES
• Numerous illustrative examples covering important models.
• Unsolved problems for practice at the end of each section.
• Answers to all exercises.
• Question bank at the end of chapters
