Examination
August 2020 re-exam will be implemented as a home exam in a similar fashion as the april one. Instructions have been mailed to those who signed up. If you did not sign up, you cannot take the exam. It is now avalable for download on the first page.
April 2020 re-exam will be implemented in the following way:
The exam will be given as a take-home exam. It will be posted at 10.00 online or you can pick up a copy at the department. You will hand it in physically at the department the next day before 12 (noon). The grading will be slightly modified from the one otherwise used. It will be 25/35/45.
If you get at least 45 points, then you will need to complete with an additional oral examination in order to get grade 5. Otherwise, the grade will be 4.
You will not be allowed to get help from other people, including asking questions online at forums and such. You will however be allowed to use any other already published material.
More specific details: Instructions for the re-exam in April now available here.pdf!
Information about the exam:
It will take place January 13, 2020, 08.00-13.00 in MA8.
(special exam för exchange students returning home before Christmas will be arranged)
You must be approved on the three mandatory projects before the exam (or you will not be allowed to do the exam).
Reading instructions: Lecture notes, slides (and subjects as covered on lectures) and project descriptions. Usually at least one problem will treat something from the projects. Exercises with solutions.
Bring a good calculator! miniraknare
The following material will be provided on the exam: list_of_formulas.pdf, BM algorithm in different versions: BM1.pdf + BM1b.pdf; BM2.pdf;BM3.pdf BM4.pdf.
Note: You need to sign up for the exam following LTH procedures. If you did not sign up you can still take the exam.
Old exams:
exam_190114.pdf solutions_190114.pdf
exam_180104.pdf solutions_180104.pdf
exam_170111.pdf solutions_170111.pdf
exam_160114.pdf solutions_160114.pdf
exam_111216.pdf solutions_111216.pdf
exam_101215.pdf solutions 101215.pdf (3a should be C(D) = 1 + D + D^2 - D^6)
exam_071212.pdf solutions 071212.pdf
exam_051214.pdf solutions 051214.pdf
exam_041215.pdf solutions 041215.pdf
exam_031217.pdf solutions 031217.pdf
exam_021217.pdf solutions 021217.pdf
exam_011218.pdf solutions 011218.pdf
exam_001212.pdf solutions 001212.pdf