Math 241 F1H

Final Exam Information

General Information

Final Exam Content

The final exam will be about 2 to 2.5 times as long as a regular midterm. It will be cumulative, with 4 - 6 problems on each of the three midterm syllabi, and 1 - 2 problems on the material covered after the third midterm. In terms of conceptual difficulty, the problems will be comparable to those on the midterms, but they might be computationally more involved. (Time is not an issue in the final.) Some of the questions may be in multiple choice or true/false formats.

Syllabi of the midterms, and links to practice exams corresponding to the midterm materials, can be found on the review sheets for those exams: Exam 1 Review Sheet, Exam 2 Review Sheet, Exam 3 Review Sheet.

As for the material covered after the third midterm, you should know the following concepts and definitions in the context of functions from Rn to Rm: Limit (epsilon-delta definition), continuity, differentiability, derivative Df(a), Taylor's formula, chain rule. (See the two class handouts on this material.) You should also be able to apply these definitions in some simple special cases (such as those covered in the class examples). (I don't have past exams on these topics since I have never taught a course that covered this material.)


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