Mathematics - II Semester-II (RTM) Nagpur University


Book Description

"Mathematics - II" is as per the latest prescribed Syllabus RTMNU Nagpur with a major focus on Integral, Multivariable and Vector Calculus, Statistics and Finite Differences. The text is lucid and brimming with examples for further ease of students. The practice quotient is high as well so that the reader further understands the topics which have been deftly explained.




Mathematics - I Semester-I (RTM) Nagpur University


Book Description

"Mathematics - I" is as per the latest prescribed Syllabus RTMNU Nagpur with a major focus on Differential and Multivariable Calculus, Matrices, First Order and Higher Order Ordinary Differential Equations. The text is lucid and brimming with examples for further ease of students. The practice quotient is high as well so that the reader further understands the topics which have been deftly explained.




Basic Electrical Engineering Semester-II (RTM) Nagpur University


Book Description

"Basic Electrical Engineering" is written exclusively for B. Tech. Second semester students of various branches as per the revised syllabus of Rashtrasant Tukadoji Maharaj Nagpur University, Nagpur (RTMNU, Nagpur). Each of the important topics that help the student in learning the principles of Electrical Engineering more effectively have been included.




Mathematics For B.Sc. Students Semester I: Paper 1 & 2 | Algebra and Trigonometry | Differential Calculus - NEP 2020 Maharashtra


Book Description

This textbook has been designed to meet the needs of B.Sc. First and Second Semester students of Mathematics as per Common Minimum Syllabus prescribed for Universities and Colleges under the recommended National Education Policy 2020 in Maharashtra. This comprehensive textbook is an essential resource for students and educators alike, offering a thorough exploration of key mathematical concepts across Algebra, Trigonometry, and Differential Calculus. The book is divided into two papers. In Paper I: Algebra and Trigonometry, you'll embark on a journey through foundational topics such as Set Theory, Relations and Matrices, progressing to advanced theories of Equations and De Moivre's Theorem. The book meticulously covers important algebraic concepts like the Euclidean Algorithm, Linear Congruences and the Cayley-Hamilton Theorem, providing clear explanations and numerous examples. Paper II: Differential Calculus delves into Functions of Single and Two Variables, addressing fundamental theorems like Rolle's Theorem, Mean Value Theorems and their applications. The section also covers Maxima and Minima, Taylor's Series, Lagrange's Method and tackles various Indeterminate Forms with precision. Designed for clarity and depth, this textbook is ideal for undergraduate students who wish to develop a strong foundation in these critical areas of mathematics. Whether you're a student or a professional, these books are designed to provide you with a thorough understanding and practical approaches to these crucial areas of mathematics.




Introduction to General Topology


Book Description




Measure Theory and Integration


Book Description

This text approaches integration via measure theory as opposed to measure theory via integration, an approach which makes it easier to grasp the subject. Apart from its central importance to pure mathematics, the material is also relevant to applied mathematics and probability, with proof of the mathematics set out clearly and in considerable detail. Numerous worked examples necessary for teaching and learning at undergraduate level constitute a strong feature of the book, and after studying statements of results of the theorems, students should be able to attempt the 300 problem exercises which test comprehension and for which detailed solutions are provided. - Approaches integration via measure theory, as opposed to measure theory via integration, making it easier to understand the subject - Includes numerous worked examples necessary for teaching and learning at undergraduate level - Detailed solutions are provided for the 300 problem exercises which test comprehension of the theorems provided




Introduction to Engineering.Mathematics Vol-1(GBTU)


Book Description

For B.E./B.Tech. / B.Arch. Students for First Semester of all Engineering Colleges of Maha Maya Technical University, Noida and Gautam Buddha Technical University, Lucknow




Applied Mathematics-III (AU,UP)


Book Description




Mathematical Foundation of Computer Science


Book Description

The Interesting Feature Of This Book Is Its Organization And Structure. That Consists Of Systematizing Of The Definitions, Methods, And Results That Something Resembling A Theory. Simplicity, Clarity, And Precision Of Mathematical Language Makes Theoretical Topics More Appealing To The Readers Who Are Of Mathematical Or Non-Mathematical Background. For Quick References And Immediate Attentions3⁄4Concepts And Definitions, Methods And Theorems, And Key Notes Are Presented Through Highlighted Points From Beginning To End. Whenever, Necessary And Probable A Visual Approach Of Presentation Is Used. The Amalgamation Of Text And Figures Make Mathematical Rigors Easier To Understand. Each Chapter Begins With The Detailed Contents, Which Are Discussed Inside The Chapter And Conclude With A Summary Of The Material Covered In The Chapter. Summary Provides A Brief Overview Of All The Topics Covered In The Chapter. To Demonstrate The Principles Better, The Applicability Of The Concepts Discussed In Each Topic Are Illustrated By Several Examples Followed By The Practice Sets Or Exercises.




Ambedkar Thought


Book Description

Contents: History; Vedic Aryans; Brahminism or Counter Revolution; Buddha and his Dhamma; Manu Smriti; Philosophy of Hinduism; Caste System; Untouchables and Untouchability; Congress and Untouchability; Congress and Gandhism; Separate Electorates and Communal Representation; Politics; Democracy; Women; Economics; State Socialism; Labour; Religion and Ethics; Educate-Agitate-Organise; Revolution; A Brief Life Sketch of Babasaheb Dr B R Ambedkar Bibliography.