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Saturday, 14 March 2026

Series Hydrostatics | By A. R. Vasishtha & A. K. Vasishtha | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">Series Hydrostatics | By A. R. Vasishtha & A. K. Vasishtha | Krishna Publication ( English Medium )</div><br>
                <br>"Series Hydrostatics" is a comprehensive textbook written by A. R. Vasishtha and A. K. Vasishtha, published by Krishna Publication in English Medium. This book is designed to provide students and professionals with a thorough understanding of hydrostatics, focusing on the principles and applications of fluid mechanics in a series setting.

The book covers a wide range of topics related to hydrostatics, including fluid properties, pressure measurement, forces on submerged surfaces, buoyancy, stability of floating bodies, and more. The authors have presented the material in a clear and concise manner, making it easy for readers to grasp complex concepts and apply them to real-world problems.

One of the key features of "Series Hydrostatics" is its emphasis on practical applications. The book includes numerous examples and exercises that help readers develop their problem-solving skills and gain hands-on experience with hydrostatic principles. Additionally, the authors have included illustrations and diagrams throughout the text to enhance understanding and facilitate learning.

Whether you are a student studying fluid mechanics or a professional looking to refresh your knowledge of hydrostatics, this book is an invaluable resource. It provides a solid foundation in the fundamentals of fluid mechanics while also delving into more advanced topics relevant to engineering and physics.

Overall, "Series Hydrostatics" is a must-have for anyone interested in gaining a deeper understanding of hydrostatic principles and their applications. With its comprehensive coverage, practical approach, and clear presentation style, this book is sure to become an essential reference for students and professionals alike.<br><br>
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Series Hydrostatics | By A. R. Vasishtha & A. K. Vasishtha | Krishna Publication ( English Medium )

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Real Analysis | By J.N. Sharma & A.R. Vasishtha | 43rd Edition | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">Real Analysis | By J.N. Sharma & A.R. Vasishtha | 43rd Edition | Krishna Publication ( English Medium )</div><br>
                <br>Real Analysis by J.N. Sharma & A.R. Vasishtha is a comprehensive textbook designed for students pursuing mathematics at the undergraduate and postgraduate levels. This 43rd edition published by Krishna Publication in English medium covers all the essential topics of real analysis in a clear and concise manner. The book is suitable for students studying mathematics, statistics, computer science, engineering, and other related fields.

The book starts with an introduction to real numbers, sequences, and series before delving into more advanced topics such as limits, continuity, differentiability, integration, and sequences of functions. Each concept is explained in detail with examples to help students understand the underlying principles of real analysis. The authors have included numerous exercises at the end of each chapter to test the understanding of students and help them practice solving problems independently.

One of the key features of this book is its emphasis on rigorous mathematical proofs. The authors have provided step-by-step explanations for each proof to help students develop their logical reasoning skills and problem-solving abilities. Additionally, the book includes applications of real analysis in various fields such as physics, economics, and engineering to show students how these theoretical concepts are used in practical scenarios.

Real Analysis by J.N. Sharma & A.R. Vasishtha is a valuable resource for both students and instructors looking to enhance their knowledge and understanding of real analysis. With its clear explanations, detailed examples, and comprehensive coverage of topics, this book is an essential tool for anyone studying mathematics or related disciplines.<br><br>
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Real Analysis | By J.N. Sharma & A.R. Vasishtha | 43rd Edition | Krishna Publication ( English Medium )

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Modern Algebra | By A.R.Vasishtha & A.K.Vasishtha | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">Modern Algebra | By A.R.Vasishtha & A.K.Vasishtha | Krishna Publication ( English Medium )</div><br>
                <br>"Modern Algebra" by A.R. Vasishtha & A.K. Vasishtha is a comprehensive textbook designed for students studying algebra at the undergraduate level. The book covers a wide range of topics in modern algebra, including groups, rings, fields, vector spaces, and linear transformations. It provides a solid foundation in abstract algebra and helps students develop their problem-solving skills.

The book is written in a clear and concise manner, making it easy for students to understand complex mathematical concepts. Each chapter includes numerous examples and exercises to help reinforce the material covered. Additionally, the authors have included historical notes and applications of algebra to real-world scenarios to make the subject more engaging for students.

One of the key features of "Modern Algebra" is its emphasis on applications of algebra in various fields such as cryptography, coding theory, and computer science. This makes the book relevant not only for mathematics majors but also for students pursuing degrees in related disciplines.

The book is published by Krishna Publication in English Medium, ensuring that it is accessible to a wide range of students. Whether you are a beginner looking to build a strong foundation in algebra or an advanced student seeking to deepen your understanding of abstract algebra, "Modern Algebra" is an invaluable resource that will help you achieve your academic goals.<br><br>
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Modern Algebra | By A.R.Vasishtha & A.K.Vasishtha | Krishna Publication ( English Medium )

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Matrices | By A.K. Vasishtha & A.R Vasishtha | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">Matrices | By A.K. Vasishtha & A.R Vasishtha | Krishna Publication ( English Medium )</div><br>
                <br>The book "Matrices" by A.K. Vasishtha & A.R Vasishtha, published by Krishna Publication in English Medium, is a comprehensive guide to understanding the concept of matrices. Matrices are an essential topic in mathematics and have applications in various fields such as physics, engineering, computer science, and economics.

This book covers all the fundamental concepts of matrices in a clear and concise manner, making it easy for students to grasp the subject. The authors have provided detailed explanations of different types of matrices, operations on matrices, properties of matrices, and applications of matrices in real-life scenarios.

The book also includes numerous examples and exercises to help students practice and reinforce their understanding of the concepts. The step-by-step solutions provided for the exercises make it easier for students to check their work and learn from their mistakes.

One of the key features of this book is its focus on practical applications of matrices. The authors have included several real-world examples where matrices are used to solve problems in various fields. This helps students see the relevance and importance of studying matrices in their academic and professional lives.

Whether you are a high school student preparing for exams or a college student studying advanced mathematics, this book is a valuable resource that will help you master the topic of matrices. With its clear explanations, comprehensive coverage, and practical examples, "Matrices" by A.K. Vasishtha & A.R Vasishtha is an essential addition to any math student's library.<br><br>
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Matrices | By A.K. Vasishtha & A.R Vasishtha | Krishna Publication ( English Medium )

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Linear Algebra | By A.R.Vasishtha & J.N Sharma | 52nd Edition | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">Linear Algebra | By A.R.Vasishtha & J.N Sharma | 52nd Edition | Krishna Publication ( English Medium )</div><br>
                <br>Linear Algebra by A.R. Vasishtha and J.N. Sharma is a comprehensive textbook designed for students studying mathematics at the undergraduate level. This 52nd edition published by Krishna Publication in English medium covers all the essential topics of linear algebra in a clear and concise manner. The book is suitable for students pursuing degrees in mathematics, engineering, computer science, physics, and other related fields.

The book starts with an introduction to vectors and matrices, followed by discussions on systems of linear equations, determinants, eigenvalues, eigenvectors, diagonalization, inner product spaces, and more advanced topics such as linear transformations and canonical forms. Each chapter includes numerous examples and exercises to help students understand the concepts better and practice solving problems.

What sets this book apart is its emphasis on practical applications of linear algebra in various fields such as computer graphics, data analysis, cryptography, signal processing, and machine learning. The authors have included real-world examples and case studies to show how linear algebra is used in solving complex problems in these areas.

Whether you are a beginner looking to build a strong foundation in linear algebra or an advanced student seeking to deepen your understanding of the subject, this book has something for everyone. The 52nd edition has been updated with new exercises and additional content to keep up with the latest developments in the field.

Overall, Linear Algebra by A.R. Vasishtha and J.N. Sharma is a must-have textbook for any student or professional looking to master the fundamentals of linear algebra and apply them to real-world problems.<br><br>
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Linear Algebra | By A.R.Vasishtha & J.N Sharma | 52nd Edition | Krishna Publication ( English Medium )

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Linear Programming | By R.K. Gupta | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">Linear Programming | By R.K. Gupta | Krishna Publication ( English Medium )</div><br>
                <br>The book "Linear Programming" by R.K. Gupta, published by Krishna Publication in English Medium, is a comprehensive guide to understanding the fundamentals of linear programming and its applications in various fields. Linear programming is a mathematical method used to determine the best possible outcome in a given mathematical model for a set of constraints.

This book covers all the essential topics related to linear programming, including the basics of linear equations, inequalities, graphical methods, simplex method, duality theory, sensitivity analysis, and transportation and assignment problems. The author explains each concept in a clear and concise manner, making it easy for readers to grasp the complex concepts of linear programming.

With numerous examples and practice problems provided throughout the book, readers can enhance their problem-solving skills and gain a deeper understanding of how linear programming can be applied to real-world situations. The book also includes practical applications of linear programming in areas such as economics, engineering, business management, and operations research.

Whether you are a student studying mathematics or a professional looking to improve your analytical skills, this book is an invaluable resource that will help you master the principles of linear programming. With its comprehensive coverage and practical examples, "Linear Programming" by R.K. Gupta is a must-have for anyone interested in learning about this powerful mathematical tool.<br><br>
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Linear Programming | By R.K. Gupta | Krishna Publication ( English Medium )

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ME Vector Calculus | By By A.K. Vasishtha & A.R. Vasishtha | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">ME Vector Calculus | By By A.K. Vasishtha & A.R. Vasishtha | Krishna Publication ( English Medium )</div><br>
                <br>ME Vector Calculus is a comprehensive textbook designed for students pursuing a degree in Mechanical Engineering. Authored by A.K. Vasishtha and A.R. Vasishtha, this book covers the fundamentals of vector calculus with a focus on its applications in mechanical engineering.

The book is divided into several chapters that cover topics such as vectors, vector algebra, scalar and vector fields, gradient of a scalar field, divergence and curl of a vector field, line integrals, surface integrals, and volume integrals. Each chapter is structured in a way that allows students to grasp the concepts easily and apply them to solve problems in mechanical engineering.

One of the key features of ME Vector Calculus is its practical approach to learning. The authors have included numerous examples and exercises throughout the book to help students understand the concepts better and develop problem-solving skills. Additionally, each chapter ends with review questions that test the student's understanding of the material covered.

The language used in the book is simple and easy to understand, making it accessible to students at all levels. The illustrations and diagrams included in the book further aid in visualizing complex concepts and their applications in mechanical engineering.

Overall, ME Vector Calculus is an essential textbook for students studying mechanical engineering who want to gain a strong foundation in vector calculus and its practical applications.<br><br>
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ME Vector Calculus | By By A.K. Vasishtha & A.R. Vasishtha | Krishna Publication ( English Medium )

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Series Dynamics | By A.K. Vasishtha & R K Gupta | Krishna Prakashan ( English Medium )

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    <div style="text-align: justify;">Series Dynamics | By A.K. Vasishtha & R K Gupta | Krishna Prakashan ( English Medium )</div><br>
                <br>"Series Dynamics" is a comprehensive textbook designed for students studying mathematics at the undergraduate level. Authored by A.K. Vasishtha and R K Gupta, this book covers a wide range of topics related to series in mathematics. From basic concepts to advanced theories, this book provides a thorough understanding of series dynamics in an easy-to-understand manner.

The book starts with an introduction to sequences and series, covering topics such as convergence, divergence, and tests for convergence. It then delves into more complex topics such as power series, Taylor and Maclaurin series, Fourier series, and more. Each topic is explained with clarity and precision, making it easy for students to grasp the concepts.

One of the highlights of this book is its numerous examples and exercises that help students practice and reinforce their understanding of the material. The authors have included step-by-step solutions to selected problems, allowing students to check their work and learn from their mistakes.

In addition to its comprehensive coverage of series dynamics, this book also includes real-world applications of series in various fields such as physics, engineering, economics, and more. This helps students see the practical relevance of the concepts they are learning.

Overall, "Series Dynamics" is a must-have textbook for any student studying mathematics or anyone interested in deepening their understanding of series dynamics. With its clear explanations, numerous examples, and practical applications, this book will be an invaluable resource for students looking to excel in their studies.<br><br>
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Series Dynamics | By A.K. Vasishtha & R K Gupta | Krishna Prakashan ( English Medium )

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M.E. Statics | By A.R. Vasishtha & R.K. Gupta | Krishna Prakashan ( English Medium )

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    <div style="text-align: justify;">M.E. Statics | By A.R. Vasishtha & R.K. Gupta | Krishna Prakashan ( English Medium )</div><br>
                <br>"M.E. Statics" by A.R. Vasishtha & R.K. Gupta is a comprehensive textbook designed for students pursuing a Master's degree in Engineering with a focus on Statics. This book is published by Krishna Prakashan in English Medium, making it accessible to a wider audience of students.

Statics is an essential subject for engineering students as it lays the foundation for understanding the behavior of structures and machines under various loading conditions. This book covers all the fundamental concepts of statics in a clear and concise manner, making it easy for students to grasp complex topics.

The authors, A.R. Vasishtha & R.K. Gupta, have years of experience in teaching engineering subjects and have carefully crafted this book to meet the needs of students studying statics at the Master's level. The book includes numerous examples and illustrations to help students understand key concepts and apply them to real-world problems.

Some of the topics covered in this book include equilibrium of particles and rigid bodies, trusses, frames, centroids, moments of inertia, friction, virtual work, and more. Each chapter is structured logically with step-by-step explanations and solved examples to reinforce learning.

Whether you are a student preparing for exams or an engineering professional looking to brush up on your statics knowledge, "M.E. Statics" is an invaluable resource that will help you succeed in your academic and professional endeavors.

With its comprehensive coverage of statics principles, clear explanations, and practical examples, this book is a must-have for any student or professional seeking to master the fundamentals of statics.<br><br>
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M.E. Statics | By A.R. Vasishtha & R.K. Gupta | Krishna Prakashan ( English Medium )

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NUMBER THEORY M.SC. MATHEMATICS | By Hari Kishan | 9th Edition | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">NUMBER THEORY M.SC. MATHEMATICS | By Hari Kishan | 9th Edition | Krishna Publication ( English Medium )</div><br>
                <br>The book "Number Theory M.Sc. Mathematics" by Hari Kishan is a comprehensive guide for students pursuing their Master's degree in Mathematics. This 9th edition, published by Krishna Publication in English Medium, covers all the essential topics related to number theory in a clear and concise manner.

Number theory is a branch of mathematics that deals with the properties and relationships of numbers, particularly integers. It is a fundamental area of study in mathematics and has applications in various fields such as cryptography, computer science, and physics. This book provides a thorough understanding of key concepts in number theory, including prime numbers, divisibility, congruences, and Diophantine equations.

The author, Hari Kishan, is an experienced mathematician who has carefully crafted this book to cater to the needs of M.Sc. Mathematics students. The content is structured logically, starting with basic principles and gradually progressing to more advanced topics. Each chapter includes detailed explanations, examples, and exercises to help readers grasp the material effectively.

Whether you are a student preparing for exams or a mathematics enthusiast looking to deepen your knowledge of number theory, this book is an invaluable resource. It can also serve as a reference guide for teachers and researchers working in the field of mathematics.

In summary, "Number Theory M.Sc. Mathematics" by Hari Kishan is a must-have book for anyone interested in mastering the principles of number theory. With its comprehensive coverage and user-friendly approach, it is sure to enhance your understanding of this fascinating branch of mathematics.<br><br>
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NUMBER THEORY M.SC. MATHEMATICS | By Hari Kishan | 9th Edition | Krishna Publication ( English Medium )

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Series Differential Calculus | By A.R. Vasishtha | Krishna Publication ( English Medium )

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    <p>Series Differential Calculus | By A.R. Vasishtha | Krishna Publication ( English Medium )</p><p>The book <span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_c" data-complete="true" data-processed="true" style="font-weight: 700; color: rgb(10, 10, 10); font-family: "Google Sans", Roboto, Arial, sans-serif; font-size: 16px; font-style: normal;">"Krishna Publication Series Differential Calculus Revised Edition" by A.R. Vasishtha</span><span style="color: rgb(10, 10, 10); font-family: "Google Sans", Roboto, Arial, sans-serif; font-size: 16px; font-style: normal;"> is a non-fiction mathematics textbook, primarily designed for undergraduate students. It covers fundamental concepts of differential calculus as part of university-level mathematics curricula, including those following the National Educational Policy (NEP) 2020 syllabus in Indian </span></p><p><span style="color: rgb(10, 10, 10); font-family: "Google Sans", Roboto, Arial, sans-serif; font-size: 16px; font-style: normal;"><br><div style="text-align: justify;">Search Key : The book is an English medium, paperback edition published by Krishna Prakashan Media (P) Ltd.. The specific revised edition mentioned was published around 2021 and is intended to be up-to-date with the latest syllabi Topics generally covered in A.R. Vasishtha's various editions of Differential Calculus books from the publisher, which likely are included in this revised edition</div></span></p><ul class="KsbFXc U6u95" jscontroller="mPWODf" jsuid="QXu3Jd_z" data-processed="true" data-complete="true" style="margin-top: 16px; margin-bottom: 16px; font-family: "Google Sans", Roboto, Arial, sans-serif; font-size: 16px; line-height: 24px; padding-inline-start: 16px; color: rgb(10, 10, 10); font-style: normal;"><li jscontroller="vsuOFb" jsuid="QXu3Jd_10" data-hveid="CAYQAA" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_11" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_12" data-complete="true" style="font-weight: 700;">Leibnitz's theorem</span>.</span></li><li jscontroller="vsuOFb" jsuid="QXu3Jd_13" data-hveid="CAYQAQ" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_14" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_15" data-complete="true" style="font-weight: 700;">Expansion of functions</span> (using Taylor's and Maclaurin's series).</span></li><li jscontroller="vsuOFb" jsuid="QXu3Jd_16" data-hveid="CAYQAg" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_17" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_18" data-complete="true" style="font-weight: 700;">Indeterminate forms</span>.</span></li><li jscontroller="vsuOFb" jsuid="QXu3Jd_19" data-hveid="CAYQAw" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_1a" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_1b" data-complete="true" style="font-weight: 700;">Partial differentiation and Euler's theorem</span>.</span></li><li jscontroller="vsuOFb" jsuid="QXu3Jd_1c" data-hveid="CAYQBA" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_1d" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_1e" data-complete="true" style="font-weight: 700;">Jacobians</span>.</span></li><li jscontroller="vsuOFb" jsuid="QXu3Jd_1f" data-hveid="CAYQBQ" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_1g" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_1h" data-complete="true" style="font-weight: 700;">Normals, curvature, envelopes, and evolutes</span> (including polar forms).</span></li><li jscontroller="vsuOFb" jsuid="QXu3Jd_1i" data-hveid="CAYQBg" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_1j" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_1k" data-complete="true" style="font-weight: 700;">Asymptotes, tests for concavity and convexity, and points of inflexion</span>.</span></li><li jscontroller="vsuOFb" jsuid="QXu3Jd_1l" data-hveid="CAYQBw" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_1m" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_1n" data-complete="true" style="font-weight: 700;">Curve tracing</span> in both Cartesian and Polar coordinates.</span></li><li jscontroller="vsuOFb" jsuid="QXu3Jd_1o" data-hveid="CAYQCA" data-complete="true" data-sae="" style="margin-bottom: 12px; list-style: disc; padding-inline-start: 4px;"><span class="T286Pc" data-sfc-cp="" jscontroller="fly6D" jsuid="QXu3Jd_1p" data-complete="true" style="overflow-wrap: break-word;"><span class="Yjhzub" jscontroller="VhkxAe" jsuid="QXu3Jd_1q" data-complete="true" style="font-weight: 700;">Multiple points</span></span></li></ul><p>
        </p>
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Series Differential Calculus | By A.R. Vasishtha | Krishna Publication ( English Medium )

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Complex Analysis | By A.R Vasishtha | 19th Edition | Krishna Publication( English Medium )

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    <div style="text-align: justify;">Complex Analysis | By A.R Vasishtha | 19th Edition | Krishna Publication( English Medium )</div><br>
                <br>Complex Analysis by A.R Vasishtha is a comprehensive textbook designed for students studying mathematics at the undergraduate and postgraduate levels. This 19th edition of the book, published by Krishna Publication in English medium, covers all the essential topics in complex analysis in a clear and concise manner.

The book starts with an introduction to complex numbers and their properties, followed by discussions on analytic functions, contour integration, Cauchy's theorem, Laurent series, and residues. It also includes chapters on conformal mapping, harmonic functions, and applications of complex analysis in engineering and physics.

One of the key features of this book is its emphasis on problem-solving techniques. Each chapter contains numerous solved examples and practice problems to help students develop their problem-solving skills and gain a deeper understanding of the concepts. The book also includes exercises with hints and solutions at the end of each chapter for self-assessment.

Complex Analysis by A.R Vasishtha is written in a lucid and easy-to-understand language, making it suitable for students with varying levels of mathematical background. Whether you are new to complex analysis or looking to deepen your knowledge in the subject, this book serves as an excellent resource for self-study or classroom use.

Overall, Complex Analysis by A.R Vasishtha is a must-have textbook for students pursuing mathematics or related fields. With its comprehensive coverage of complex analysis topics, clear explanations, and ample practice problems, this book is sure to enhance your understanding of this fascinating branch of mathematics.<br><br>
                <strong>Search Keywords - </strong>Complex Analysis textbook, A.R Vasishtha Complex Analysis, Complex Analysis Krishna Publication, Best books on Complex Analysis, Complex numbers book, Mathematics textbook English medium, Undergraduate math books, Postgraduate math textbooks, Clear explanations complex analysis, Problem-solving techniques math book, Analytic functions textbook, Contour integration explained, Cauchy's theorem explained, Laurent series textbook, Residues in complex analysis book, Conformal mapping explained book, Harmonic functions math book, Applications of complex analysis engineering physics, . Solved examples complex analysis, . Practice problems complex analysis
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Complex Analysis | By A.R Vasishtha | 19th Edition | Krishna Publication( English Medium )

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ME Analytical Geometry of 3 Dimensions | By A.R. Vasishtha, D.C Agarwal | Krishna Prakashan (English Medium)

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    <div style="text-align: justify;">ME Analytical Geometry of 3 Dimensions | By A.R. Vasishtha, D.C Agarwal |  Krishna Prakashan (English Medium)</div><br>
                <br>ME Analytical Geometry of 3 Dimensions is a comprehensive textbook designed for engineering students studying analytical geometry in three dimensions. Authored by A.R. Vasishtha and D.C Agarwal, this book is published by Krishna Prakashan in English medium, making it accessible to a wide range of students.

The book covers all the essential topics related to analytical geometry in three dimensions, providing a solid foundation for students to understand and apply geometric concepts in engineering and other related fields. The authors have presented the material in a clear and concise manner, making it easy for students to grasp complex concepts.

Some of the key topics covered in this book include vectors, lines and planes, equations of surfaces, quadric surfaces, intersection of surfaces, and applications of three-dimensional geometry in engineering problems. Each topic is explained with detailed explanations, examples, and illustrations to help students understand the concepts better.

One of the highlights of this book is its emphasis on practical applications of three-dimensional geometry. The authors have included numerous real-world examples and problems that challenge students to apply their knowledge to solve engineering problems. This approach helps students develop critical thinking skills and prepares them for real-world challenges in their future careers.

In addition to theoretical concepts, ME Analytical Geometry of 3 Dimensions also includes exercises at the end of each chapter to test students' understanding of the material. These exercises range from basic problems to advanced problems, allowing students to practice and reinforce their learning.

Overall, ME Analytical Geometry of 3 Dimensions is a must-have textbook for engineering students who are looking to master the principles of analytical geometry in three dimensions. With its comprehensive coverage, clear explanations, practical examples, and challenging exercises, this book will help students build a strong foundation in geometric concepts that are essential for success in their academic and professional careers.<br><br>
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Numerical Analysis | By A.R.Vasishtha & S.K. Sharma | Revised Edition | Krishna Publication ( English Medium )

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    <div style="text-align: justify;">Numerical Analysis | By A.R.Vasishtha & S.K. Sharma | Revised Edition | Krishna Publication ( English Medium ).</div><div style="text-align: justify;"><div>Numerical Analysis" by A.R. Vasishtha and S.K. Sharma is a comprehensive textbook tailored for undergraduate and postgraduate students, as well as individuals preparing for competitive examinations. Published by Krishna Publication, this revised edition offers an in-depth exploration of numerical methods and their applications.</div><div><br></div><div><b>Key Features:</b></div><div><br></div><div>Extensive Coverage: The book encompasses a wide range of topics in numerical analysis, including error analysis, solutions of equations, interpolation, numerical differentiation and integration, and numerical solutions of differential equations.</div><div><br></div><div>Worked Examples: Each chapter includes numerous solved examples to illustrate the application of numerical methods, facilitating better understanding.</div><div><br></div><div>Practice Problems: A variety of exercises are provided at the end of each chapter, enabling students to test their comprehension and apply concepts learned.</div><div><br></div><div>Algorithmic Approach: The text emphasizes algorithmic procedures, making it easier for students to implement numerical methods computationally.</div><div><br></div><div>Clarity and Precision: Concepts are presented in a clear and concise manner, aiding in the effective assimilation of complex topics.</div><div><br></div><div><br></div><div><b>Search Key -</b> Numerical Analysis Vasishtha Sharma, Numerical Analysis Krishna Publication, Numerical Analysis A.R. Vasishtha, Numerical Analysis S.K. Sharma, Numerical Analysis textbook, Numerical Analysis book, Numerical Analysis revised edition, Numerical Analysis English medium, Numerical Analysis solutions, Numerical Analysis solved examples, Numerical Analysis for competitive exams, Numerical Analysis for degree students, Numerical Analysis for honors students, Numerical Analysis concepts, Numerical Analysis topics, Numerical Analysis chapters, Numerical Analysis exercises, Numerical Analysis problems, Numerical Analysis theories, Numerical Analysis applications, Numerical Analysis study guide, Numerical Analysis reference book, Numerical Analysis academic text, Numerical Analysis university syllabus, Numerical Analysis exam preparation, Numerical Analysis error analysis, Numerical Analysis interpolation methods, Numerical Analysis numerical differentiation, Numerical Analysis numerical integration, Numerical Analysis differential equations.</div></div>
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