Introduction | 1 | | |

Errors Computation. | 2 | | |

Bisection Method | 3 | | |

Regula-Falsi Method | 4 | | |

Method of Iteration | 5 | | |

Newton Raphson Method | 6 | | |

Secant Method | 7 | | |

Muller's Method | 8 | | |

Gaussian Elimination Method | 9 | | |

Gauss-Jordan Elimination Method | 10 | | |

Jacobi Method | 11 | | |

Gauss-Seidel Iteration Method | 12 | | |

Relaxation Method | 13 | | |

Matrix Inversion | 14 | | |

Power Method | 15 | | |

Jacobi's Method | 16 | | |

Jacobi's Method | 17 | | |

Finite Difference Operators | 18 | | |

Finite Difference Operators | 19 | | |

Finite Operators | 20 | | |

Newton's Forward Difference Formula | 21 | | |

Newton's Backward Difference Formula | 22 | | |

Langrange Interpolation Formula | 23 | | |

Introduction to Divided Differences with examples | 24 | | |

Newton's Divided Difference Interpolation Formula with Error Term | 25 | | |

Differentiation Using Difference Operators | 26 | | |

Differentiation Using Difference Operators (continued) | 27 | | |

Differentiation Using Interpolation | 28 | | |

Richardson’s Extrapolation Method | 29 | | |

Newton-Cotes Integration Formulae | 30 | | |

Trapezoidal and Simpsons Rules | 31 | | |

Trapezoidal and Simpsons Rules (continue) | 32 | | |

Rombergs Integration and Double Integration | 33 | | |

Taylo's series method | 34 | | |

Euler Method | 35 | | |

Runge-Kutta Method | 36 | | |

Runge-Kutta Method (continued) | 37 | | |

Adam-Moultan’s Predictor-Corrector Method | 38 | | |

Adam-Moultan’s Predictor-Corrector Method | 39 | | |

| 40 | | |

Examples of Numerical Differentiation | 41 | | |

An Introduction to MAPLE | 42 | | |

Algorithms for method of Solution of Non-linear Equations | 43 | | |

Non-linear Equations | 44 | | |