1. Linear equations – solutions of linear equations by row operations, consistent and inconsistent systems, linear equations in matrix form, the input-output model.
2. Calculus of one real variable functions – applying the derivatives to investigation of functions, introduction to optimisation, the derivatives in economics.
3. Further topics in integration – partial fractions, economic applications of integration.
4. Functions of several variables – partial derivatives, multivariable optimisation, constrained optimisation, the Lagrange multiplier method.
5. First-order differential equations – separable differential equation, linear equations with a variable coefficient, continuous-time models.
6. Second-order differential equations – linear equations with constant coefficients, solution of homogeneous equations, non-homogeneous equations.
2. Calculus of one real variable functions – applying the derivatives to investigation of functions, introduction to optimisation, the derivatives in economics.
3. Further topics in integration – partial fractions, economic applications of integration.
4. Functions of several variables – partial derivatives, multivariable optimisation, constrained optimisation, the Lagrange multiplier method.
5. First-order differential equations – separable differential equation, linear equations with a variable coefficient, continuous-time models.
6. Second-order differential equations – linear equations with constant coefficients, solution of homogeneous equations, non-homogeneous equations.