Title: B S Grewal Higher Engineering Mathematics
Author: Dr. B S Grewal
Size: 146 MB
Number of Pages: 1327
Brief Description Of The Book:
B S Grewal higher engineering mathematics is undoubtedly the most read and popular engineering mathematics book among Indian students as well as in other countries.
The reason is that this book is a complete package of mathematics for any undergraduate engineering branch. Having oceans of exemplary problems and good quality questions, B S Grewal Higher Engineering Mathematics is very easy to master mathematics subject at an undergraduate level.
It is written so nicely that you will start loving mathematics from the day one; whether you solve it for academics or any competitive examination; directly or indirectly the book is equally important for all the undergraduate and graduate entrance exams.
And remember! Mathematics is not a magic, you will have practice at any cost to get the phobia out of you. Try to solve some questions daily to get the most from this book. Let’s look into the contents of the book, detailed review by Edu informer and also an e-book download link if available.
Screenshots From The Book:
Topics Covered in B S Grewal Higher Engineering Mathematics
Unit 1: Algebra, Vectors, and Geometry
Solution of Equations
Linear Algebra: Determinants, Matrices
Vector Algebra and Solid Geometry
Unit 2: Calculus
Differential Calculus & Its Applications
Partial Differentiation & Its Applications
Integral Calculus & Its Applications
Multiple Integrals & Beta, Gamma Functions
Vector Calculus & Its Applications
Unit 3: Series
Fourier Series & Harmonic Analysis
Unit 4: Differential Equations
Differential Equations of First Order
Applications of Differential Equations of First Order
Linear Differential Equations
Applications of Linear Differential Equations
Differential Equations of Other Types
Series of Differential Equations and Special Functions
Partial Differential Equations
Applications of Partial Differential Equations
Unit 5: Complex Analysis
Complex Numbers and Functions
Calculus of Complex Functions
Unit 6: Transforms
Unit 7: Numerical Techniques
Empirical Laws and Curve-fitting
Probability and Distributions
Sampling and Inference
Numerical Solution of Equations
Finite Differences and Interpolation
Numerical Differentiation and Integration
Numerical Solution of Ordinary Differential Equations
Numerical Solution of Partial Differential Equations
Unit 8: Special Topics
Calculus of Variations
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