Let us see a compilation of Numerical methods in C programming languages with output, explanation, algorithms, flowcharts, etc.
Numerical analysis is the study of algorithms that use a numerical approximation to solve complex mathematical and scientific problems.
The Numerical methods can only deliver approximate solutions to problems over a defined interval such as time or distance.
These methods in Numerical analysis offer approximate solutions to the problems over a defined interval such as time or distance.
Note: These C programs for Numerical Methods are compiled with GNU GCC compiler on Linux Ubuntu 14.04 and Microsoft Windows 10 operating systems.
|Numerical Methods C Programs|
|Newton-Raphson Method C Program|
|Secant Method C Program|
|Bisection Method C Program|
|Gauss-Seidel Method C Program|
|Simpson’s 3/8th Rule C Program|
|Picard’s Method C Program|
|Regula Falsi Method C Program|
|Weddle’s Rule Algorithm C Program|
|Bisection Method Algorithm and Flowchart|
|Simpson’s 1/3rd Rule C Program|
|Trapezoidal Rule C Program|
|Runge-Kutta 4th Order Method C Program|
|Muller’s Method C Program|
|Euler’s Method C Program|
|Modified Euler’s Method C Program|
|Gauss Elimination Method C Program|
|Newton’s Divided Difference Method C Program|
|Newton’s Forward Interpolation Method C Program|
If you think any other code for numerical methods in C programming should be added to the list, please mention it in the comment section below.
We shall try to include it on CodingAlpha as soon as possible.