Grading is based on a final written exam, including all topics taught in Mathematics I and Mathematics II, and an optional oral exam.
The exam consists of 6 problems, 3 of which on the topics Mathematics I, and 3 on those of Mathematics II, to be solved in 2h30’ overall. Abilities acquired by students are verified by requiring them to solve the problems. Their acquired knowledge is verified by asking them to justify in detail their answers, on the basis of the theoretical results (definitions and theorems) presented and practised in class during the course.
The exam is closed-notes and closed-book, but students are allowed to use a pocket calculator (scientific calculators computing derivatives and integrals, or plotting graphs, are not allowed).
Students scoring 18/30 or above may register the grade or ask for the optional oral exam. With the oral exam the grade may be raised or diminished. Students scoring between 16/30 and 18/30 also may ask for the optional oral exam, and register grades reaching a minimum of 18/30 (after the orals).
Two partial exams are issued during the course time span, one covering the topics of Mathematics I and one covering those of Mathematics II. A score in each of the partial equal or above 8/30 is considered equivalent to the final written exam, with overall grade equal to the sum of the grades of the partials. (The rules for orals apply similarly).
Samples of Exams with complete solutions are found in