Fourth-order Runge-Kutta Method using Mathematica

Аnotation

1 | 1. |

1.1 | 1.32532 |

1.2 | 1.70253 |

1.3 | 2.13338 |

1.4 | 2.61947 |

1.5 | 3.16227 |

Conclusion: The solution derived using the Runge-Kutta method O() is in the form of a table of the variable function y(x), shown in the second column of the table above. Since the local apriori error of the method is O() (or global error is O() ) and here h=0.1, then these solutions must be rounded to five symbols after the decimal point.

Graphic of the solution

Created by Wolfram Mathematica 6.0 (22 September 2008) |