Module Marks


Apart from written examinations, part of the assessment of a module can be based on coursework or tests. Information can be found in the individual module descriptions in the Module Catalogue.

 
Marks

Each student’s module mark is determined on a scale from 0 to 100, where 0 is given to students who are absent from the examination.

  • 40 is the lowest pass mark for level 0, 1, 2, and  3 modules;
  • 50 is the lowest pass marks for level 5 modules.

In addition, for level 0,1,2,and 3 modules, marks

from 70 to 100 are considered of class 1
from 60 to 69 are considered of class 2.1
from 50 to 59 are considered of class 2.2
from 40 to 49 are considered of class 3

Coursework Marks
In many modules the following standard scale is used for grading coursework. Students will be told separately if a different scale is used for particular modules.Here is a guide for how coursework marks on the 0 to 5 scale should be interpreted:

5 “Excellent” Substantially correct with only minor errors and well explained.
4 “Good” Very few significant errors, or all correct but not well explained.
3 “Satisfactory” Good enough to pass but with significant errors, or with some significant questions not answered.
2 “Unsatisfactory” Some correct answers, but lots of errors, or many questions not answered.
1 “Very Unsatisfactory” More or less all wrong, or almost all questions not answered.
0 “No Work Submitted” No work handed in, or handed in after the deadline, see rules on late or missed coursework below.

Missed and Late Coursework

Unexcused late submission of coursework normally results in a deduction of 5% for each calendar day past the submission deadline. If coursework is not submitted by the time model solutions are distributed or published, or by the end of fourteen calendar days after the deadline, a grade/mark of zero is returned for the coursework.

Policy on Coursework Extensions & Exemptions

For coursework extensions and exemptions for individual pieces of coursework counting for 15% or less of the module mark the following applies.
  1. For coursework extensions of up to (and including) 2 working days, students must contact the lecturer before the submission deadline (if at all possible). In cases of students’ medical or personal circumstances, it is at the lecturer’s discretion to grant such extensions without supporting evidence, unless the student requests such extensions on more than one occasion, in which case the student needs to submit a request as outlined in 2. If an extension to the submission deadline is not possible, for example if model solutions have already been distributed, lecturers are asked to make arrangements to exclude/exempt the particular piece of coursework from the overall assessment.
  2. For extensions of more than 2 working days, students must submit a Coursework Extension Request Form to the Maths Taught Student Office before the submission deadline. If the request is submitted after the deadline, the student must include an explanation of why it was not possible to submit the request on time. The request must normally be supported by written evidence (medical note, etc.).
For coursework extensions and exemptions for individual pieces of coursework counting for more than 15% of the module mark, including project modules, the following applies.
Students must submit a Coursework Extension Request Form to the Maths Taught Student Office before the submission deadline. If the request is submitted after the deadline, the student must include an explanation of why it was not possible to submit the request on time. The request must normally be supported by written evidence (medical note, etc.).


Policy on Solutions to Past Exam Papers

  • Lecturers should provide students with information on how solutions are expected to be presented in exams, by referring them to solutions provided  for homework problems or to model solutions to sample exam problems.
  • In order to discourage students from revising by only working through old exam papers,  the School of Maths does not publish full solutions to all past exam papers. This is in line with most other mathematics departments in the UK.
  • Lecturers should provide students with "CHECK-SHEETS" for at least one previous exam, consisting of short (mostly numerical) final answers. For example, this does not include problems requiring a proof as answer. Students should note that these check-sheets are not full solutions, and should only be used for checking final answers after having worked through an exam paper. In the exam, students are expected to write down full answers and show their work in full.
  • All lecturers are encouraged to include in their modules a session  on "tackling exam questions".



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