Whatsapp: 9528447153
Email Us: info@ebookselibrary.com
Call Us: 9528447153
Press Ctrl+G to toggle between English & Hindi
DIFFERENTIAL EQUATIONS (WITH LAPLACE & FOURIER) IV Sem Uttarakhand
Image Not Available
Image Not Available
Image Not Available
Image Not Available

DIFFERENTIAL EQUATIONS (WITH LAPLACE & FOURIER) IV Sem Uttarakhand

  • 0.0

    0 Ratings

  • 0 Reviews

  • 28 Views

Author(s): ( PRAMOD JOSHI, AMIT KUMAR, S.V SINGH PADIYAR )

Publisher: ( Pragati Prakashan )

The text book on "Differential Equations (with Laplace and Fourier)" has been revised according to new unified syllabus prescribed by U.K. NEP 2020. W .... Read More

Buy Ebook 123.28

Price: 369.75 435
You Save 65.25
15% off

Rent Ebook Up to 8% off

Buy Chapters 18

  • Books Details

    DIFFERENTIAL EQUATIONS (WITH LAPLACE & FOURIER) IV Sem Uttarakhand

    The text book on "Differential Equations (with Laplace and Fourier)" has been revised according to new unified syllabus prescribed by U.K. NEP 2020. We have also carefully revised all the chapters and made some improvement in many places. In doing so we have been able to take account of many helpful comments made by readers for which we take opportunity of thanking them.

    ( PRAMOD JOSHI, AMIT KUMAR, S.V SINGH PADIYAR )

    Category: Higher Education
    ISBN: xxxxxxx-xxxxxxxxxxxx-xxxx
    Sr Chapter Name No Of Page
    1 Chapter 1. Differential Equation of First Order and First Degree 73
    2 Chapter 2. Differential Equation of First Order but not of First Degree 32
    3 Chapter 3. Orthogonal Trajectories 17
    4 Chapter 4. Linear Differential Equations with Constant Coefficients 40
    5 Chapter 5. Homogeneous Linear Differential Equations 16
    6 Chapter 6. Ordinary Simultaneous Linear Differential Equation 16
    7 Chapter 7. Linear Differential Equation of Second Order with Variable Coefficients, including Method of Variation of Parameters 30
    8 Chapter 8. Series Solutions of Second Order Differential Equations 77
    9 Chapter 9. An Introduction to Partial Differential Equations 26
    10 Chapter 10. Some Methods for the Solution of Partial Differential Equations 65
    11 Chapter 11. Partial Differential Equations of Second Order 13
    12 Chapter 12. Partial Differential Equation with Constant Coefficients of Second Order 29
    13 Chapter 13. The Laplace Transform 30
    14 Chapter 14. The Inverse Laplace Transform 28
    15 Chapter 15. Application of Laplace Transforms to Solutions of Differential Equations 31
    16 Chapter 16. Fourier Transforms 32
    17 Chapter 17. Application of Fourier Transforms 17
    18 Chapter 18. Fourier Series 17
  • Ratings & Reviews

    Ratings & Reviews

    0

    0 Ratings &
    0 Reviews

    5
    0
    4
    0
    3
    0
    2
    0
    1
    0

  • Preview