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Engineering Mathematics-II

Engineering Mathematics-II

₹100 ₹250
60% off

Contents:1. PreliminariesIntroduction, Coordinates of a Point in Space, Some Important Formulae and Results. 2. The SphereSphere, Equation of a Sphere (When Centre and Radius of Sphere are Known), General Equation of Sphere, Equation of Sphere Passing Through Four Non-coplanar Points, Diameter Form of a Sphere, Exercise 2.1, Intersection of a Sphere and a Plane, Intersection of Two Spheres, Exercise 2.2, Intersection of a Sphere and a Line, Tangent Line and Plane, Equation of Tangent Plane, Condition of Tangency, Length of Tangent, Angle of Intersection of Two Spheres, Condition of Orthogonality of Two Spheres, Exercise 2.3. 3. Cone and CylinderCone, Equation of a Cone Whose Vertex and Guiding Curve are Given, Cone with Vertex at Origin, The Right Circular Cone, Equation of a Right Circular Cone, Exercise 3.1, The Cylinder, Equation of a Cylinder, The Right Circular Cylinder, Equation of a Right Circular Cylinder, Exercise 3.2. 4. MatricesIntroduction, Definition of a Matrix, Types of Matrices, Algebra of Matrices, Addition of Matrices, Properties of Matrix Addition, Subtraction of Matrices, Scalar Multiple of a Matrix, Product of Two Matrices, Properties of Matrix Multiplication, Positive Integral Powers of Matrices, Determinants, Minors and Cofactors, Properties of Determinants, Adjoint of a Square Matrix, Property of Adjoint Matrix, Singular and Non-Singular Matrices, Inverse of a Matrix, Submatrix of a Matrix, Excercise 4.1, Rank of a Matrix, Elementary Transformation, Echelon Form of a Matrix, Normal Form of a Matrix, Inverse of a Matrix by Elementary Transformations, System of Linear Simultaneous Equations, Solution of System of n Simultaneous Non-Homogeneous Linear Equations in n Unknowns, System of Linear Homogeneous Equations, Vectors: Linearly Dependent and Linearly Independent, Exercise 4.2, Eigenvalues and Eigenvectors, Eigenvalues or Characteristic Roots, Eigenvectors or Characteristic Vectors, Cayley-Hamilton Theorem, Inverse by Cayley-Hamilton Theorem, Diagonalization of a Matrix, Powers of a Matri

2 months ago
Engineering

Engineering

₹200

This book on Engineering Thermodynamics has been written for students preparing for B.E./B.Tech. and competitive examinations. It consists of sixteen chapters in all, covering the various topics systematically and exhaustively. Salient Features : The presentation of the subject matter is very systematic and the language of text is in a lucid, direct and easy to understand. Each chapter of the book is saturated with much needed text supported by neat and self-explanatory diagrams to make the subject matter self-speaking to a great extent. A large number of solved examples, properly graded, have been added in various ????hapters to enable the students to attempt different types of questions in the examination without any difficulty. At the end of each chapter Highlights, Objective Type Questions, Theoretical Questions and Unsolved Examples have been added to make the book a complete unit in all respects. About The Author: Er. R. K. Rajput , born on 15th September, 1944 (coincident with Engineer's Day) is a multi-disciplinary engineer. He obtained his Master's degree in Mechanical Engineering (with Hons. - Gold Medal) from Thapar Institute of Engineering and Technology, Patiala. He is also a Graduate Engineer in Electrical Engineering . Apart from this he holds memberships of various professional bodies like Member Institution of Engineers (MIE); Member Indian Society of Technical Education (MISTE) and Member Solar Energy Society of India (MSESI). He is also a Chartered Engineer (India). He has served for several years as Principal of "Punjab College of Information Technology, Patiala? and "Thapar Polytechnic, Patiala".

2 months ago
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Introduction to Algorithms

Introduction to Algorithms

₹500

A comprehensive update of the leading algorithms text, with new material on matchings in bipartite graphs, online algorithms, machine learning, and other topics.Some books on algorithms are rigorous but incomplete; others cover masses of material but lack rigor. Introduction to Algorithms uniquely combines rigor and comprehensiveness. It covers a broad range of algorithms in depth, yet makes their design and analysis accessible to all levels of readers, with self-contained chapters and algorithms in pseudocode. Since the publication of the first edition, Introduction to Algorithms has become the leading algorithms text in universities worldwide as well as the standard reference for professionals. This fourth edition has been updated throughout.New for the fourth edition New chapters on matchings in bipartite graphs, online algorithms, and machine learningNew material on topics including solving recurrence equations, hash tables, potential functions, and suffix arrays140 new exercises and 22 new problemsReader feedback-informed improvements to old problemsClearer, more personal, and gender-neutral writing styleColor added to improve visual presentationNotes, bibliography, and index updated to reflect developments in the fieldWebsite with new supplementary materialWarning: Avoid counterfeit copies of Introduction to Algorithms by buying only from reputable retailers. Counterfeit and pirated copies are incomplete and contain errors.

2 months ago
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