The book has three chapters and an Appendix on different methods to
calculate approximate areas of plain regions enclosed by curves.
Tutorials, Tests and Examination Papers of different Universities
where the author taught the course at the faculties of Engineering
and Business Studies are provided. A short bibliography of books on
the subject and alphabetical index of the topics covered are given
in the end.The first chapter accounts the different methods for
numerical solutions of ordinary differential equations. Picard's,
Taylor's, Euler's, Runge-Kutta, Milne's and Adams-Bashforth's
methods are given. The problems of curve fittings and spline
fittings are explained in the second chapter. The 'Gaussian method
of least squares' for the 'curve of best fit' is included. The
concepts of Linear Programming are studied in the third chapter.
Solution(s) of linear relations obtained analytically are also
discussed by graphical methods. General problems of Linear
Programming (LPP), canonical and standard forms of LPP and Simplex
methods are discussed. Trapezoidal rule and Simpson's rules for
approximate areas of plain regions are included in the Appendix
Lap Lambert Academic Publishing
|Country of origin:
Ram Bilas Misra
||229 x 152 x 5mm (L x W x T)
||Paperback - Trade
Science & Mathematics >
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