Computation of Fifth Degree of Spline Function Model by Using C++ Programming
In this paper, a new quintic spline method developed for computing
approximate solution of differential equations. It is shown that the present
method is of the order three and four derivatives and gives approximations
which are better. The numerical result obtained by the present method has
been compared with the exact solution using C++ programming and also
illustrate graphically the applicability of the new method. By getting the
advantages of the mathematical building functions like pow (for power),
exp (for exponential), etc. are provided in C++ programming library, all
processing steps are done efficiently and illustrated as Pseudocode model.
Keywords: Quintic spline, Differential equations, Building functions, Pseudocode
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