Name: Mathematics for Chemist
Brand: Amit Book Depot
Price: 415 INR
Availability: InStock

Mathematics for Chemists by Bhupender Singh is a comprehensive book designed to bridge the gap between mathematical concepts and their applications in chemistry. This book is an essential resource for undergraduate and postgraduate chemistry students, researchers, and professionals who require a strong foundation in mathematical techniques relevant to chemical sciences. Published by Pragati Prakashan, this book systematically covers key mathematical topics with clear explanations, practical examples, and problem-solving approaches tailored for chemists.

Key Features:

1. Structured Content: The book is divided into 23 well-organized chapters, each focusing on fundamental and advanced mathematical concepts applicable in chemistry.

2. Application-Oriented Approach: Emphasizes the practical use of mathematics in solving chemical problems, including quantum mechanics, thermodynamics, spectroscopy, and statistical analysis.

3. Step-by-Step Explanations: Provides detailed derivations, theorems, and proofs to enhance conceptual clarity.

4. Problem-Solving Focus: Includes numerous solved examples, exercises, and applications to reinforce learning.

5. Relevant for Competitive Exams: Useful for students preparing for CSIR-NET, GATE, IIT-JAM, and other competitive examinations in chemistry.

Chapter-Wise Coverage:

The book begins with vector algebra, covering multiple products of vectors, gradient, divergence, and curl, followed by integral theorems such as Green’s, Gauss, and Stokes theorems. It then progresses to linear algebra, discussing determinants, matrices, inverse matrices, linear equations, eigenvalues, and eigenvectors, which are crucial for quantum chemistry and molecular symmetry.

Further, it introduces vector spaces and tensors, essential for understanding crystallography and spectroscopy. The calculus section includes limits, continuity, differentiability, differential and partial differentiation, maxima-minima problems, and curve sketching, which are vital for chemical kinetics and thermodynamics.

Integration techniques, including reduction formulae and applications, are explained with chemical relevance. The differential equations section covers first-order and second-order differential equations, power series solutions, and their applications in chemical rate laws and quantum mechanics.

Finally, the book explores permutation and combination, probability, and curve fitting, which are fundamental for statistical thermodynamics and data analysis in chemistry.

Why Choose This Book?

1. Tailored for Chemists: Unlike generic mathematics books, this text focuses on topics directly applicable to chemical sciences.

2. Clear and Concise Language: Written in an easy-to-understand manner, making complex mathematical concepts accessible.

3. Academic and Competitive Exam Ready: Helps students build a strong mathematical foundation for both coursework and entrance exams.

4. Trusted Publisher: Pragati Prakashan is known for high-quality educational books, ensuring reliability and accuracy.

Have Doubts Regarding This Product ? Ask Your Question

Q1

Is this book suitable for B.Sc. Chemistry students?

A1

Yes, it covers essential mathematical concepts required for undergraduate chemistry courses.
Q2

Does this book help in preparing for CSIR-NET/GATE exams?

A2

Absolutely, it includes mathematical topics frequently asked in competitive chemistry exams.
Q3

Does it cover applications of matrices in chemistry?

A3

Yes, matrices and determinants are explained with relevance to quantum chemistry and symmetry operations.
Q4

Can this book be used for physical chemistry studies?

A4

Definitely, it includes differential equations, calculus, and statistics applicable in physical chemistry.
Q5

Does it discuss probability and statistics for chemists?

A5

Yes, Chapter 22 covers probability, and Chapter 23 covers curve fitting for chemical data analysis.
Q6

Are partial differential equations included?

A6

Yes, partial differentiation and differential equations are discussed with chemical applications.
Q7

Is this book useful for quantum chemistry calculations?

A7

Yes, topics like eigenvalues, eigenvectors, and differential equations are crucial for quantum mechanics.
Q8

Does it include numerical integration methods?

A8

Yes, integration techniques and reduction formulae are explained with examples.
Q9

Is curve sketching important for chemists?

A9

Yes, it helps in understanding reaction kinetics and spectroscopic interpretations (Chapter 15).
Q10

Does the book explain Green’s, Gauss, and Stokes theorems?

A10

Yes, Chapter 3 is dedicated to these integral theorems.

0.00

0 Overall Rating

5

0
4

0
3

0
2

0
1

0

Try this product & share your review & thoughts

Chapter 1 : Multiple Products of Vectors

Chapter 2 : Gradient, Divergence, and Curl

Chapter 3 : Green’s, Gauss, and Stokes Theorems

Chapter 4 : Determinant

Chapter 5 : Matrices

Chapter 6 : Inverse of a Matrix

Chapter 7 : Linear Equations

Chapter 8 : Eigenvalues and Eigenvectors

Chapter 9 : Introduction to Vector Space and Tensors

Chapter 10 : Limits and Continuity

Chapter 11 : Differentiability

Chapter 12 : Elementary Differential Calculus & Important Results

Chapter 13 : Partial Differentiations

Chapter 14 : Maxima and Minima

Chapter 15 : Curve Sketching

Chapter 16 : Integration

Chapter 17 : Reduction Formulae & Application to Integrals

Chapter 18 : Differential Equation of First Order and First Degree

Chapter 19 : Power Series Solutions of Second Order Differential Equations

Chapter 20 : Second Order Differential Equations & Their Solutions

Chapter 21 : Permutation and Combination

Chapter 22 : Probability

Chapter 23 : Curve Fitting