Multivariable Calculus with Analytic Geometry (English)
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Original price was: ₹ 200.00.₹ 25.00Current price is: ₹ 25.00.
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- Advanced Multivariable Calculus
- Partial Derivatives & Integrals
- Vector Calculus Applications
- Ideal for Students & Professionals
- Published by : Ritesh Publication
- Ratings: 4.8 out of 5
Description
This fifth edition of “Multivariable Calculus with Analytic Geometry” by C. Henry Edwards & David E. Penney provides an in-depth exploration of multivariable calculus concepts, focusing on partial derivatives, multiple integrals, and vector calculus. Designed for students and professionals, this book presents clear explanations, visual diagrams, and real-world applications to bridge the gap between theory and practice. Note: Chapters 1-9 are not included in this edition.
You Will Learn
- Concepts of multivariable calculus and their applications.
- How to work with partial derivatives and multiple integrals.
- Vector calculus, including gradient, divergence, and curl.
- Techniques for solving real-world problems in physics and engineering.
- Advanced coordinate systems and their role in calculus.
Specification: Multivariable Calculus with Analytic Geometry (English)
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Multivariable Calculus with Analytic Geometry (English)
Original price was: ₹ 200.00.₹ 25.00Current price is: ₹ 25.00.
Meenal Kapoor –
A perfect blend of intuition and mathematical rigor. The section on line integrals is particularly well done
Meenal Kapoor –
A perfect blend of intuition and mathematical rigor. The section on line integrals is particularly well done.
Meenal Kapoor –
“A perfect blend of intuition and mathematical rigor. The section on line integrals is particularly well done.”
Karthik Krishnan –
“Multivariable calculus is tough, but this book presents it in an understandable way. The step-by-step proofs help a lot.”
Ritika Sinha –
Green’s Theorem was a mystery to me before, but now I can confidently apply it thanks to this book.
Ritika Sinha –
“Green’s Theorem was a mystery to me before, but now I can confidently apply it thanks to this book.”
Akhil Bhatia –
“The book’s use of geometric visualization makes the concepts of divergence and curl easy to grasp.”
Swati Desai –
“The exercises are structured in a way that reinforces learning step by step. Highly recommended!”
Manish Agarwal –
“I found the discussion on Jacobians particularly insightful. Not many books explain it this well.”
Aditi Joshi –
Great book for anyone struggling with change of variables in multiple integrals.
Aditi Joshi –
“Great book for anyone struggling with change of variables in multiple integrals.”
Ravi Shankar –
“Fantastic book for understanding coordinate transformations, especially cylindrical and spherical coordinates.”
Priya Menon –
“Divergence Theorem was always tricky for me until I read this book. The examples are incredibly helpful.”
Suresh Patel –
“Vector fields and flux are covered thoroughly. This is a must-read for physics and engineering students.”
Deepika Pillai –
“This book helped me understand parameterized surfaces and line integrals more clearly than my class lectures!”
Pooja Verma –
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“Lagrange multipliers and constrained optimization are explained in a way that actually makes sense!”
Pooja Verma –
Double and triple integrals are covered in great detail.
Pooja Verma –
“Double and triple integrals are covered in great detail. I loved the visual explanations.”
Kavita Sharma –
A great resource for self-study. The figures and geometric intuition provided are very helpful.
Kavita Sharma –
“A great resource for self-study. The figures and geometric intuition provided are very helpful.”
Vikram Reddy –
“Stokes’ Theorem and Green’s Theorem are explained with clarity. The exercises really test your understanding.”
Neha Gupta –
“The book balances theory and application well. The explanations of gradient, divergence, and curl are exceptional.”
Rahul Nair –
“One of the best resources for vector calculus. The examples are structured to build intuition gradually.”
Sneha Iyer –
“The section on partial derivatives is explained beautifully. The step-by-step approach makes complex ideas easy to understand.”
Arjun Mehta –
“This book offers an excellent introduction to multivariable calculus. The explanations are clear, and the exercises reinforce key concepts well.”