Numerical Solution of Linear Equations; Techniques of numerical integration; Gauss-Legendre formulae; Techniques for solving first-order initial-value ordinary differential equations; Euler Method; Runge-Kutta Methods; Second order initial-value ordinary differential equations; Instability in numerical schemes; Applications. Probability; descriptive statistics; distributions; estimation; central limit theorem; confidence intervals; significance tests; regression on one explanatory variable; multiple regression; categorical data; use of Excel spreadsheet for statistical calculations, Design of Experiments and Sampling Strategies.
