This is an introductory course that covers error analysis, solutions of linear and nonlinear equations and linear systems, interpolating polynomials, numerical differentiation and integration, numerical approximations of eigenvalues, and numerical solutions of ordinary differential equations.

This course focuses on the mathematical applications on the field of Chemistry which include stoichiometry, electrochemistry, gas laws, chemical equilibria, thermodynamics, and kinetics. This course emphasizes problem solving and mathematical approach. 

This is an introductory course on in Ordinary Differential Equations (ODEs). It focuses primarily on techniques for finding explicit solutions to linear ODEs. Topics include first order ordinary differential equations, linear differential equations, linear equations with constant coefficients, nonhomogeneous equations, undetermined coefficients and variation of parameters, linear systems of equations; the existence and uniqueness of solutions.