Mathematics for Software and Electronic Engineering 2


A course on mathematical methods and techniques employed in the solution of problems in Electronic Engineering. The course deals with the purpose, methods and applications of differentiation, integration, matrices, differential equations and probability theory.

Learning Outcomes

  1. Differentiate single variable functions requiring a combination of rules.

  2. Determine the partial derivatives of functions of two variables.

  3. Apply differentiation to solve rates of change and optimisation problems.

  4. Select and apply appropriate techniques of integration to evaluate integrals.

  5. Formulate and evaluate integrals to determine areas, mean and RMS values.

  6. Perform matrix operations, evaluate determinants and apply matrix methods to the solution of linear systems in two and three variables.

  7. Perform modular arithmetic & solve linear & matrix ciphers

% Coursework 40%
% Final Exam 60%