A Text Book of Mathematical Methods is a complete textbook designed for B.A. / B.Sc. Second Year (Third Semester) Mathematics students studying under the latest National Education Policy (NEP) curriculum. Published by Kanha Publishing House, the book is suitable for DDU Gorakhpur University and other universities following the updated syllabus.

The book is authored by experienced academicians Dr. G.P. Singh, Dr. Kirti Kumar Jaiswal, Dr. Arun Kumar Pandey, and Dr. Amit Kumar Ray. Every topic is explained in a simple, systematic, and examination-oriented manner with numerous solved examples, exercises, and chapter-wise Multiple Choice Questions (MCQs).

The syllabus comprehensively covers Functions of Several Variables, Limits, Continuity and Differentiability, Taylor’s Series, Maxima & Minima, Complex Functions, Laplace Transform, Inverse Laplace Transform, Fourier Series, Fourier Transform, and Calculus of Variations. This book is an excellent resource for semester examinations, university studies, and competitive exam preparation.

Key Features

• Based on the latest NEP syllabus
• Suitable for B.A. / B.Sc. Second Year (3rd Semester) Mathematics
• For DDU Gorakhpur University & other universities
• Written by experienced university professors
• Easy-to-understand language
• Detailed theory with solved examples
• Chapter-wise exercises and Multiple Choice Questions (MCQs)
• Covers complete Mathematical Methods syllabus
• Ideal for semester examinations and concept building
• Published by Kanha Publishing House

Book Details

Book Name: A Text Book of Mathematical Methods

Subject: Mathematics

Course: B.A. / B.Sc.

Year: Second Year

Semester: Third Semester

Language: English

Authors:

• Dr. G.P. Singh
• Dr. Kirti Kumar Jaiswal
• Dr. Arun Kumar Pandey
• Dr. Amit Kumar Ray

Publisher: Kanha Publishing House, Gorakhpur

Binding: Paperback

Curriculum: NEP

University: DDU Gorakhpur University & Other Universities

Topics Covered

• Functions of Two Variables
• Limits, Continuity & Differentiability
• Taylor’s Series Expansion
• Maxima & Minima of Functions of Several Variables
• Lagrange’s Method of Undetermined Multipliers
• Exponential Functions
• Circular & Hyperbolic Functions
• Logarithmic Functions of Complex Quantities
• Laplace Transform
• Inverse Laplace Transform
• Fourier Series
• Fourier Transform
• Fourier Sine & Cosine Transform
• Calculus of Variations
• Euler-Lagrange Equation
• Isoperimetric Problems
• Solved Examples
• Chapter-wise Exercises
• Multiple Choice Questions (MCQs)