1st midterm test: 8th week, on October 27 (Thursday) in class
2nd midterm test: 13th week, on December 1 (Thursday) in class
1st week: 1st lecture: Logic and sets. 2nd lecture: Proofs and inequalities.
2nd week: 3rd lecture: Axioms for the real numbers. Complex numbers.
3rd week: 4th and 5th lecture: Number sequences, part 1.
4th week: 6th and 7th lecture: Number sequences, part 2.
5th week: 8th and 9th lecture: Number sequences, part 3. Numerical series, part 1.
6th week: 10th and 11th lecture: Numerical series, part 2.
7th week: 12th and 13th lecture: Basic topological concepts
8th week: 14th lecture: Limits of real functions, continuity
9th week: 15th and 16th lecture: Properties of continuous functions
10th week: 17th and 18th lecture: Differentiation, part 1.
11th week: 19th and 20th lecture: Differentiation, part 2.
12th week: 21st lecture: Indefinite integrals
13-14th week: 22nd and 23rd lecture: Definite integrals
| 1st week | 2nd week | 3rd week | 4th week | 5th week | 6th week | 7th week |
| 8th week | 9th week | 10th week | 11th week | 12th week | 13th week |
Derivatives of elementary functions
Sample Final Exam Part 1 (2018)
Sample Final Exam Part 2 (2018)
I. Faragó, Á. Havasi, I. Mezei, P. Simon: Introductory Course in Analysis
M. Gémes, Z. Szentmiklóssy: Mathematical Analysis - Exercises I
L. Fehér, G. Kós, Á. Tóth: Mathematical Analysis - Problems and Exercises II