Differential Calculus B.A. / B.Sc. First Semester Mathematics Book is an exam-oriented textbook prepared according to the National Education Policy (NEP-2020) for students of DDU Gorakhpur University and other universities following the latest curriculum.

Published by Kanha Publishing House, this book has been written by renowned mathematics educators Dr. A.K. Jaiswal, Dr. C.S. Singh, Dr. G.P. Singh, and Dr. Vidya Sagar Chaubey.

The book covers the complete Differential Calculus syllabus with detailed theoretical explanations, solved examples, practice exercises, and chapter-wise Multiple Choice Questions (MCQs). Topics are presented in a logical and easy-to-understand manner to help students develop strong conceptual understanding and perform well in university examinations.

The syllabus includes Sequences, Limits and Continuity, Differentiability, Applications of Derivatives, Successive Differentiation, Expansion of Functions, Partial Differentiation, Jacobians, Asymptotes, Curvature, Envelopes and Evolutes, and Multiple Points. This makes the book an excellent choice for regular classroom study, self-learning, internal assessments, and semester examinations.

Key Features

• Based on National Education Policy (NEP-2020)
• Suitable for B.A. / B.Sc. First Semester Mathematics
• Designed for DDU Gorakhpur University and other universities
• Written by experienced university professors
• Easy language with concept-based explanations
• Chapter-wise solved examples and exercises
• Multiple Choice Questions (MCQs) included
• Ideal for semester examination preparation
• Latest syllabus coverage
• Published by Kanha Publishing House

Book Details

Book Name: Differential Calculus

Subject: Mathematics

Course: B.A. / B.Sc.

Semester: First Semester

Language: English

Authors:

• Dr. A.K. Jaiswal
• Dr. C.S. Singh
• Dr. G.P. Singh
• Dr. Vidya Sagar Chaubey

Publisher: Kanha Publishing House, Gorakhpur

Binding: Paperback

Curriculum: NEP-2020

University: DDU Gorakhpur University & Other Universities

Topics Covered

• Standard Results
• Sequences
• Limits and Continuity
• Differentiability
• Applications of Derivatives
• Successive Differentiation
• Expansion of Functions
• Partial Differentiation
• Jacobians
• Asymptotes
• Curvature
• Envelopes and Evolutes
• Multiple Points
• Chapter-wise Exercises
• Multiple Choice Questions (MCQs)