Further techniques in Integral calculus: Substitution techniques, Integration of logarithmic functions, Integration by Parts, completing the square, partial fractions.
Ordinary Differential Equations: Analytical solution of first order linear differential equations using an integrating factor. Solution of non-homogeneous second order linear equations with constant coefficients.
Review of linear algebra: Consistency of equations. Solving systems of linear equations using Gaussian elimination. Solution of equations using Gauss-Seidel iteration.
Laplace transforms: Inverse Laplace transforms. Solution of first and second order linear differential equations using Laplace transforms.
