Your performance will be documented here.
The exam will be both written (40 - 80 points) and oral (10 - 20 points), the total number of points (50 - 100 points) will determine the final grade. Do not forget to bring your grades books with you. Prepare all of your homeworks (printout or electronic files on usb stick or in your email box) for the oral exam, there will be checked.
Oral exams dates: 1) Jan 24, 13-15 hours, room AV-P1,
2) Feb 7, 12.30-15 hours, room AV-P1
The homeworks will be delivered online in the elearning online system (link here).
The official link to the course is here. The main focus of the course is a basic understanding of the theory and practical computations (functions, limits, derivatives, Newton's method, extreme points, graphs, Taylor's series, applications). We will frequently use Wolfram Alpha (link here) for verification of solutions and demonstrations.
An excused absence of maximum up to 4 days of lectures and 4 days of tutorials will be tolerated.
Tutorials will be completed upon successful elaboration of 5 written tests (at least 50 out of 100 points are required) with 2 possible test repetitions (the second taking place outside regular teaching). Test will be performed during the first 20 minutes of Friday tutorials.
Lectures will be completed upon successful elaboration of 5 homeworks. Homeworks will be checked during the oral exam.
Textbooks:
The Calculus Bible (Gill G.S) - Chapters I-IV and also use Chapter VIII, Section 8.7 on Taylor polynomials,
Introduction to Real Analysis by Wiliam F. Trench (link here)
a nice collection of advanced exercises in Czech (link here),
online teaching, see eg. Khan Academy (link here), Paul's Online Math Notes (link here), Blackpenredpen (link here).
For the repetition from a high school look at The calculus bible: part I-II and The Mathematics That Every secondary school maths teacher need to know: chapters 9-11 (link here).
Below you will find some useful stuff, mostly in Mathematica: