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1.Vector differentiation
2.Gradient,divergence and curl 
3.Limit and continuity of functions of two and three variable
4.Partial derivatives
5.Jacobians 
6.Maxima and minima
7.Envelopes and evolutes
 B.A/B.Sc. Semester - lll
Time : 3 Hour
Marks : 30
 
Note : 
1. The syllabus has been split into two Units : Unit - 1 and Unit - 2 . Four questions will be set from each Unit.
2. A student will be asked to attempt five questions, selecting at least two questions from each Unit . Each question will be carry 6 markds.
3. The teaching time shall be five periods ( 45 minutes each ) per paper per week including tutorial.
4. If internal assessment is to be conducted in the form of written examinations, then there will be only one written examination per paper in a Semester.
 
Unit - 1
Limit and continuity of functions of two and there variable. Partial differentiation. Change of variables. Partial derivation and differentiability of real-valued functions of two and three variables. Schwarz and Young's theorem. Statements of Inverse and implicit function theorems and applications.
Vector differentiation, Gradient, divergence and curl with their properties and applications.
 
Unit - 2
Euler's theorem on homogeneous functions. Taylor's theorem for functions of two and three variables. Jacobians, Envelopes. Evolutes. Maxima, minima and saddle points of functions of two and three variables. Lagrange's multiplier method.

Are you a BA/BSc 2nd-year student at Panjab University, Chandigarh, gearing up for your 3rd-semester Advanced Calculus-1 course? Look no further than "Spectrum Advanced Calculus-1," expertly authored by D.R. Sharma and Amit Bhatia. Published by Sharma Publications and available in English, this pivotal textbook offers an in-depth exploration of advanced calculus, tailored specifically for your syllabus.

Comprehensive Coverage of Core Topics
This textbook sets the gold standard in mathematical education with its exhaustive coverage of critical topics:

Vector Differentiation
Begin your journey with a solid foundation in vector differentiation. Learn to maneuver through various vector fields and understand their applications in real-world scenarios.

Gradient, Divergence, and Curl
Next, delve into the pivotal concepts of gradient, divergence, and curl. These chapters will arm you with the tools necessary to understand vector fields, which are indispensable for physics and engineering.

Limit and Continuity of Functions of Two and Three Variables
Understand the principles of limits and continuity for functions involving two and three variables. These core concepts are explained clearly to help you build a robust understanding, which is essential for tackling more advanced topics.

Partial Derivatives
Partial derivatives form the backbone of many calculus problems. Gain mastery over calculating and interpreting partial derivatives, ensuring you're well-prepared for your coursework and beyond.

Jacobians
Jacobians are crucial when it comes to understanding multi-variable calculus and transformations. The textbook breaks down this complex topic into easily digestible sections.

Maxima and Minima
Optimization problems are at the heart of calculus. Learn techniques for finding maxima and minima, which are vital for solving a variety of real-world problems.
Envelopes and Evolutes
Finally, explore the intriguing concepts of envelopes and evolutes, essential for understanding the geometric properties of curves.
Aligned with the BA/BSc 2nd Year, 3rd Semester Curriculum:
This book is meticulously tailored to meet the curriculum requirements of Panjab University's BA /BSc 2nd-year, 3rd-semester Advanced Calculus-1 course.
Student-Friendly Language:
Written in clear, accessible English, this textbook ensures that complex concepts are easy to grasp for students at all levels of proficiency.
Practical Examples and Exercises:
Each chapter is supplemented with practical examples and exercises designed to reinforce your understanding and prepare you for exams.
Reliable Study Companion:
With precise explanations and a structured approach, this book is your reliable companion for mastering advanced calculus.

1.Vector differentiation
2.Gradient,divergence and curl 
3.Limit and continuity of functions of two and three variable
4.Partial derivatives
5.Jacobians 
6.Maxima and minima
7.Envelopes and evolutes

Have Doubts Regarding This Product ? Ask Your Question

 B.A/B.Sc. Semester - lll
Time : 3 Hour
Marks : 30
 
Note : 
1. The syllabus has been split into two Units : Unit - 1 and Unit - 2 . Four questions will be set from each Unit.
2. A student will be asked to attempt five questions, selecting at least two questions from each Unit . Each question will be carry 6 markds.
3. The teaching time shall be five periods ( 45 minutes each ) per paper per week including tutorial.
4. If internal assessment is to be conducted in the form of written examinations, then there will be only one written examination per paper in a Semester.
 
Unit - 1
Limit and continuity of functions of two and there variable. Partial differentiation. Change of variables. Partial derivation and differentiability of real-valued functions of two and three variables. Schwarz and Young's theorem. Statements of Inverse and implicit function theorems and applications.
Vector differentiation, Gradient, divergence and curl with their properties and applications.
 
Unit - 2
Euler's theorem on homogeneous functions. Taylor's theorem for functions of two and three variables. Jacobians, Envelopes. Evolutes. Maxima, minima and saddle points of functions of two and three variables. Lagrange's multiplier method.

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Author name | 10 jan, 2025
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Classic Literature Reimagined: Discuss modern twists on classic novels.
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