Sciences, Technology & Medicine

## A Textbook Of Engineering Mathematics Sem 2

The book has been revised and updated according to the latest revised syllabus of G.B.T.U., Lucknow. Questions from latest university question papers have been included and incorporated at proper places. Misprints have been eradicated and all the answers are rechecked. Suggestions with a view to enhance the utility of the text are most welcome. We wish all the readers success in life.
• Publisher: Laxmi Publications
• Language: English
• ISBN : 978-93-80386-78-2
• Chapter 1

### Differential equations Price 9.00  |  9 Rewards Points

A differential equation is an equation involving differentials or differential coefficients. Or An equation involving the dependent variable, independent variable and the differential coefficient (or coefficients) of the dependent variable with respect to the independent variable (or variables) is known as a differential equation
• Chapter 2

### Series solution and special functions Price 9.00  |  9 Rewards Points

The solution of ordinary linear differential equations of second order with variable coefficients in the form of an infinite convergent series is called solution in series or integration in series. The series solution of certain differential equations give rise to special functions such as Bessel's function, Legendre's polynomials, Laguerre's polynomial, Hermite's polynomial, Chebyshev polynomials. These special functions have wide applications in engineering. In this unit, we will discuss methods of solution of second order linear differential equations with variable coefficients in series along with Bessel's function, Legendre's polynomial and their properties.
• Chapter 3

### Laplace transform Price 9.00  |  9 Rewards Points

LAPLACE TRANSFORM
• Chapter 4

### Fourier series and partial differential equations Price 9.00  |  9 Rewards Points

FOURIER SERIES AND PARTIAL DIFFERENTIAL EQUATIONS
• Chapter 5

### Applications of partial differential equations Price 9.00  |  9 Rewards Points

APPLICATIONS OF PARTIAL DIFFERENTIAL EQUATIONS