Calculus 2 (BMETE92AM37) in English

Requirements


Results


Class schedule

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Lectures Tuesday 9:15-11:45
Wednesday 9:15-11:45
T.606 Tamás Tasnádi
Practice Monday 14:15-15:45 H.306 Tamás Tasnádi

Problems for practice classes

The list of problems is continually updated after the lectures.
Try to solve the given problems by yourself at home. We discuss the solutions in class.

Midterm test

Problems for practicing
Date: 21. March, 2018 (7th week, Wednesday), 9:15-10:45, room T.606.
Topics: Euclidean spaces. Limits, continuity, differentiation of functions of several variables. Applications of differentiation. (Chapters 1 and 2 from the book.)
midterm test

Midterm retake test

Date: 27. April, 2018 (11th week, Friday), 9:15-10:45, room H.57.
Topics: Same as in the midterm test.
The retake exam can be used for improving the result of the midterm test.
midterm retake test

Semester closing test

Date: 2. May, 2018 (12th week, Wednesday), 9:15-10:45, room T.606.
Topics: Jordan measure, integral of multivariable functions. (Chapters 3, 4 and 5 from the book.)
semester closing test

Semester closing retake test

Date: 18. May, 2018 (14th week, Friday), 14:15-15:45, room H.45A.
Topics: same as in the semester closing test.
semester closing retake test, solution

Second retake test

See in Neptun. You have to sign for it in Neptun, and it has a fee. It cannot be used for improving the results.
Test, partial solutions.

Exams

General information, topic list
Dates: 6., 13., 20. June, 2018 (Wednesdays), 8-10h, IB028.
Consultations: 5., 12., 19. June (Tuesdays), 10-11h, room H.301.

1st exam test, 1st exam solution;
2nd exam test, 2nd exam solution;
3rd exam test, 3rd exam solution.

Books

The course closely follows the book:
Miklós Laczkovich, Vera, T. Sós: Real Analysis II. (Series, Functions of Several Variables and Applications), 2017, Springer

You may also benefit from the first volume of the series:
Miklós Laczkovich, Vera, T. Sós: Real Analysis I. (Foundations and Functions of One Variable), 2015, Springer

The books can be freely downloaded for personal use from the domain of BME.
Tamás Tasnádi,
Last modified: 03.06.2018