Author : H K Dass, Rajnish Verma & Rama Verma
Price : 499.00 399.20
Conceptualized specifically for Rajiv Gandhi Proudyogiki Vishwavidyalaya (RGPV), Bhopal, "Introduction to Engineering Mathematics - Volume I" covers important topics such as Mean Value Theorems, Maclaurin and Taylor Series, Partial Differentiation, Beta, Gamma Functions and Properties, Double Integrals, Area and Volume by Double integration, Triple Integration and Applications, Convergence of Sequence and Series, Fourier Series, Vector Spaces and Sub Spaces, Liner Transformations, Rank of Matrix, and Eigen Values and Eigen Vectors for sound conceptual understanding for students.
o More than 600 examples for easy understanding of concepts
o More than 850 exercise questions strengthen the well-explained theoretical concepts
o Useful results and the formulae are explained in brief within each chapter.
MODULE 1: Differential Calculus
1. Mean Value Theorems
2. Maclaurin and Taylor Series
3. Partial Differentiation
4. Maxima and Minima for Two and Three Variables
5. Method of Lagranges Multipliers
MODULE 2: Integral Calculus
6. Definite Integrals as Limit of Sum
7. Beta, Gamma Functions and Properties
8. Applications of Definite Integrals
9. Double Integrals
10. Change of Order of Integration
11. Area and Volume by Double Integration
12. Triple Integration and Applications
MODULE 3: Sequence and Series
13. Convergence of Sequence and Series
14. Fourier Series
MODULE 4: Vector Space
15. Vector Spaces
16. Vector Sub Spaces
17. Liner Combination and Liner Independence
18. Basis of Vector Space
19. Liner Transformations
MODULE 5: Matrices
20. Rank of Matrix
21. Solution of Simultaneous Linear Equations by Elementary Transformation
22. Consistency of Equations
23. Eigen Values and Eigen Vectors
24. Diagonalisation of Matrices
25. Cayley Hamilton Theorem and Applications
This book has been Conceptualized specifically for Rajiv Gandhi Proudyogiki Vishwavidyalaya (RGPV), Bhopal.
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