Preety Verma (82 results)

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Taschenbuch. Condition: Neu. Neuware - In a world filled with challenges, the power of mathematics shines as a source of hope and resilience. 'Equations of Hope: Inspiring Mathematical Journeys' is a collection of stories celebrating the transformative power of math. Each tale serves as a reminder that math is not merely about numbers; it is about empowering individuals to overcome obstacles and realize their dreams.…

Taschenbuch. Condition: Neu. Neuware - About the BookMathematics doesn't have to remain an abstract challenge - with the right tools, it becomes a dynamic, visual journey. Desmos, a powerful interactive platform, reimagines how students and educators experience mathematics, turning complex concepts into engaging, intuitive explorations.Interactive Mathematics with Desmos is your comprehensive guide to mastering Desmos for education, research, and creative projects. This book offers a hands-on pathway to making mathematics more interactive, visual, and accessible.In this book, you will discover: - Getting Started with Desmos: Learn to navigate the interface, use key tools, and create your first interactive graphs.- Visualizing Algebra and Geometry: Explore linear, quadratic, and polynomial functions, as well as constructions, transformations, and measurements.- Bringing Calculus to Life: Visualize limits, derivatives, integrals, and dynamic changes in real time.- Advanced Graphing Techniques: Master parametric, polar, and piecewise-defined functions, and graph complex relationships effortlessly.- Equation Solving Made Visual: Solve real and complex equations graphically and deepen your intuition for mathematical solutions.- Creative Mathematics: Design animations, create mathematical art, and unleash your creativity using Desmos' powerful features.- Teaching with Desmos: Implement strategies for integrating Desmos into the classroom, promoting interactive and collaborative learning environments.Whether you're a student seeking to visualize challenging concepts, a teacher looking to energize your classroom, or a mathematics enthusiast exploring new possibilities, this book will help you unlock the full power of Desmos for a transformative learning experience.…

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Taschenbuch. Condition: Neu. Neuware - Foundations of Probability and Statistics Part 19 of the 24-Volume Mathematical Sciences MCQ SeriesStudy Material for NET/JRF/SET/GATE/Ph.D. Entrance and Other Mathematics Competitive ExaminationsProbability and Statistics form the backbone of modern data analysis, statistical inference, machine learning, and stochastic modeling. This book provides a comprehensive collection of multiple-choice questions designed to strengthen conceptual understanding, analytical reasoning, and problem-solving skills for competitive examinations.Covering essential topics such as descriptive statistics, exploratory data analysis, probability theory, conditional probability, Bayes' theorem, random variables, probability distributions, expectation, moments, characteristic functions, and important statistical inequalities, the book offers systematic and examination-oriented practice. Carefully selected MCQs help students master fundamental concepts, improve accuracy, and develop confidence in tackling challenging problems.Designed for aspirants of CSIR-UGC NET (JRF), SET, GATE, Ph.D. Entrance, and other Mathematics examinations, this volume serves as an effective resource for learning, revision, and self-assessment. Whether preparing for competitive examinations or building a strong foundation in probability and statistics, students will find this book an invaluable companion.Key Features- Comprehensive coverage of Probability and Statistics- Examination-oriented MCQs with solutions- Covers probability distributions, expectation, and moments- Includes Bayes' theorem, characteristic functions, and statistical inequalities- Ideal for NET, JRF, SET, GATE, and Ph.D. Entrance preparation- Part of the 24-Volume Mathematical Sciences MCQ SeriesBuild Concepts - Practice MCQs - Strengthen Analytical Skills - Achieve Success.…

Taschenbuch. Condition: Neu. Neuware - Classical Mechanics and Advanced Applications Part 18 of the 24-Volume Mathematical Sciences MCQ SeriesStudy Material for NET/JRF/SET/GATE/Ph.D. Entrance and Other Mathematics Competitive ExaminationsClassical Mechanics forms the foundation of Mathematical Physics and plays a central role in understanding the motion and behavior of physical systems. This book provides a comprehensive collection of multiple-choice questions designed to strengthen conceptual understanding, analytical reasoning, and problem-solving skills for competitive examinations.Covering essential topics such as generalized coordinates, Lagrange's equations of motion, Hamilton's canonical equations, canonical transformations, variational principles, Hamilton's principle, the principle of least action, rigid body dynamics, and the theory of small oscillations, the book offers systematic and examination-oriented practice. Carefully selected MCQs help students master fundamental concepts, improve accuracy, and develop confidence in solving advanced problems in mechanics and mathematical physics.Designed for aspirants of CSIR-UGC NET (JRF), SET, GATE, Ph.D. Entrance, and other Mathematics examinations, this volume serves as an effective resource for learning, revision, and self-assessment. Whether preparing for competitive examinations or pursuing advanced studies in Mathematical Physics, students will find this book an invaluable companion.Key Features- Comprehensive coverage of Classical Mechanics- Examination-oriented MCQs with solutions- Covers Lagrangian and Hamiltonian Mechanics- Includes variational principles, rigid body dynamics, and oscillations- Ideal for NET, JRF, SET, GATE, and Ph.D. Entrance preparation- Part of the 24-Volume Mathematical Sciences MCQ SeriesBuild Concepts - Practice MCQs - Strengthen Analytical Skills - Achieve Success.…

Taschenbuch. Condition: Neu. Neuware - This book is crafted to support students preparing for competitive exams like the CSIR NET (JRF) in Mathematical Sciences, with a focus on metric spaces and functional analysis. Each chapter is designed to build a thorough understanding of these foundational topics. Chapter 1: Metric Spaces and Compactness introduces the basics of metric spaces, including distance functions, open and closed sets. It then explores compactness and sequential compactness, culminating in key theorems like Bolzano-Weierstrass and Heine-Borel. Chapter 2: Connectedness and Normed Linear Spaces covers connectedness and path-connectedness, moving to normed linear spaces. It discusses norms, Banach spaces, and completeness, providing a basis for understanding spaces of continuous functions. Chapter 3: Metric Topology and Convergence examines metric topology, focusing on open sets, sequence convergence, and Cauchy sequences. It also addresses the concepts of completeness and the completion of metric spaces. Chapter 4: Normed Linear Spaces and Inner Product Spaces explores properties of normed linear spaces and inner product spaces, introducing the Riesz representation theorem, which connects linear functionals with inner product spaces. Chapter 5: Normed Linear Spaces and Compactness discusses compact operators and their properties, including the compactness of integral operators and their applications in functional analysis. This book provides a structured approach to mastering metric and functional analysis, aimed at enhancing both exam preparation and a deeper understanding of these critical areas.…

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