i) Solutions may be submitted as hard copy via pigeonholes, or online via MOODLE. Generally the deadline is 4pm on Mondays.
ii) Where practicable, the solutions should be exact arithmetic, so fractions are preferable to decimal approximations. In particular, calculations involving elementary row operations on matrices and the Euclidean algorithm should be carried out in exact arithmetic. You may use computer software, such as , MATLAB or similar, to assist.
iii) Where exact solutions are not practicable, as in finding the eigenvalues of matrices larger than , then numerical values in the form of decimal approximations are acceptable.
iv) Diagrams such as Nyquist plots may be generated by computer, exported as pdf files and submitted as pdf files via MOODLE or submitted as paper print-outs.
v) In all cases, your solution should contain information about how the you obtained the answers, and contain sufficient detail so that the marker can check correctness of the method and the answer. Marks awarded for correct solutions with supporting justification. Each of the assessed exercises is out of 20 possible marks.
vi) Ask your tutor for individual feedback. The model solutions will appear on the MOODLE website.