The book covers key topics including Vector Differentiation, Gradient, Divergence, Curl, Limits and Continuity of Functions of Two and Three Variables, Partial Derivatives, Jacobians, Maxima and Minima, and Envelopes and Evolutes.
Yes, the book is written in clear and accessible English, making complex concepts manageable for students at various levels of proficiency, including those new to the subject.
The syllabus is divided into two units, with each unit covering specific topics. The material is explained in a logical and structured manner to facilitate understanding.
The exam consists of eight questions, four from each unit. Students must attempt five questions, selecting at least two from each unit, with each question carrying 6 marks.
Yes, each chapter includes practical examples and exercises designed to reinforce understanding and help students prepare for their exams.
The book is authored by D.R. Sharma and Amit Bhatia, who bring their expertise to deliver high-quality content.
Yes, there will be internal assessments in the form of a written examination for the course, usually comprising one exam per semester.
The book includes discussions on Schwarz and Young's theorems, and statements of the Inverse and Implicit Function Theorems along with their applications.
Absolutely! The concepts covered are crucial for various applications in fields such as physics, engineering, and economics.
While there are practical examples and exercises included, it may vary whether solutions are provided. Students are encouraged to attempt the exercises independently to strengthen their understanding.