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Mathematics For B.Sc. Students Semester I | Elementary Calculus | Four Year UG Program - NEP 2020 Chhattisgarh

Mathematics For B.Sc. Students Semester I | Elementary Calculus | Four Year UG Program - NEP 2020 Chhattisgarh

Author : H K Dass, Rajnish Verma & Rama Verma

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  • ISBN : 9789364687577
  • Pages : 368
  • Binding : Paperback
  • Language : English
  • Imprint : S Chand Publishing
  • © year : 2025
  • Size : 6.50*9.25

Price : 325.00 260.00

Quantity : - +

This textbook has been designed to meet the needs of B.Sc. First Semester students of Mathematics as per Common Minimum Syllabus prescribed for Universities and Colleges under the recommended National Education Policy 2020 in Chhattisgarh. This comprehensive guide covers fundamental concepts including Limits, Continuity, Differentiation, and Integration, while providing clear explanations and illustrative examples to aid understanding. Special attention is given to the contributions of Indian Mathematicians, adding historical depth and cultural relevance to the learning process. From classical theorems like Rolle's and Lagrange's to advanced topics such as Power Series, Reduction Formulae, and Curvature, this book provides students with the tools they need to excel in calculus. Filled with exercises, practice problems, and sample question papers, this book ensures students gain both theoretical knowledge and practical skills. Whether you are mastering the basics or preparing for exams, this book is the ideal companion for success in your studies.

  • Very lucid and logical presentation of concepts, for easy and quick understanding.
  • More than 350 solved examples for better understanding of almost every topic are included. 
  • More than 800 practice exercise questions from various University examination papers are also compiled.

Unit I
 
1. Contributions and Biography of Indian Mathematicians
2. Convergence of Sequences and Series
3. Limit
4. Continuity
5. Differentiability
6. Elementary Differentiation
 
Unit II
 
7. Mean Value Theorems
8. Successive Differentiation
9. Leibnitz's Theorem
10. Maclaurin and Taylor's Theorems
 
Unit-III
 
11. Curvature
12.  Asymptotes
13.  Concavity, Convexity and Point of Inflexion
14.  Curve Tracing
 
Unit IV
 
15.  Elementary Integration
16.  Integration of Transcendental Function
17.  Reduction Formulae
18.  Definite Integral
 
Latest Question Papers

This textbook has been designed to meet the needs of B.Sc. First Semester students of Mathematics as per Common Minimum Syllabus prescribed for Universities and Colleges under the recommended National Education Policy 2020 in Chhattisgarh.

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