mathematics:mathematics_ii
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mathematics:mathematics_ii [2020/02/25 11:39] – Tomáš Bodnár | mathematics:mathematics_ii [2020/05/19 15:21] – Tomáš Bodnár | ||
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====== Mathematics II ====== | ====== Mathematics II ====== | ||
+ | |||
+ | __**Due to coronavirus quarantine measures, the courses of Mathematics II will be held temporarily at distance, using electronic communication only.**__ | ||
+ | === Virus teaching regime: === | ||
+ | * The primary communication channel is the email. We will contact you via your official email you have in KOS system. You may also use our email to contact us with anything related to our courses (asking questions, requesting extra study material, sending your completed homeworks). | ||
+ | * All the essential information and course materials will be published at this webpage. You will be notified of changes. | ||
+ | * A new, emergency communication channel for each course (subject) is set up at the university using [[https:// | ||
+ | |||
+ | The [[https:// | ||
+ | |||
+ | |||
+ | General study advices and rules for the emergency online study regime can be found in | ||
+ | {{ : | ||
+ | |||
+ | === Exams === | ||
+ | |||
+ | Preliminary information on organization of exams during the emergency situation can be found in {{: | ||
+ | |||
+ | **The regular exam from Mathematics II A/B will take a place on Monday, May 25, 2020. For those students who will fail at their first attempt, the second chance will be on June 8, 2020. | ||
+ | ** | ||
+ | |||
+ | === Essential weekly information for regular study === | ||
+ | |||
+ | * //Week:// March 9 - March 15, 2020 - //Topic:// Implicit functions {{ : | ||
+ | * //Week:// March 16 - March 22, 2020 - //Topic:// Double integral {{ : | ||
+ | * //Week:// March 23 - March 29, 2020 - //Topic:// Triple integral {{ : | ||
+ | * //Week:// March 30 - April 5, 2020 - //Topic:// Applications {{ : | ||
+ | * //Week:// April 6 - April 12, 2020 - //Topic:// Line integral {{ : | ||
+ | * //Week:// April 13 - April 19, 2020 - //Topic:// Applications and potential | ||
+ | * //Week:// April 20 - April 26, 2020 - //Topic:// Surface integral {{ : | ||
+ | * //Week:// April 27 - May 3, 2020 - //Topic:// Applications and integral theorems {{ : | ||
+ | * //Week:// May 4 - May 10, 2020 - //Topic:// Review - Part I. {{ : | ||
+ | * //Week:// May 11 - May 17, 2020 - //Topic:// Review - Part II. {{ : | ||
+ | * //Week:// May 18 - May 24, 2020 - //Topic:// Review - Part III. {{ : | ||
+ | |||
+ | === Assessment requirements: | ||
+ | |||
+ | **The delivery of all sample exams (completely and correctly solved) is necessary condition for obtaining the assessment from tutorials.** Sample exam tests: {{ : | ||
+ | |||
+ | __Any homeworks that will either be incorrect, evidently just copied from someone else, or submitted after the deadline might be rejected. Please be careful, pay attention to your homework and deliver it in time, correctly solved and written.__ __**The final deadline for homework delivery is May 17, 2020**__ | ||
+ | |||
+ | //If you have some part of the assessment homework done, please scan it to PDF and send it to us by email. __Don’t wait and leave it at the end of semester!__ | ||
+ | // | ||
+ | |||
+ | |||
+ | |||
+ | |||
+ | |||
+ | |||
+ | |||
+ | === Timetable (since March 23, 2020): === | ||
+ | Yellow: Lectures, | ||
+ | {{ : | ||
+ | |||
+ | For additional explanation, | ||
+ | ---- | ||
+ | |||
This course is intended for foreign students studying at our faculty and domestic students who registered for this subject in their study plan. | This course is intended for foreign students studying at our faculty and domestic students who registered for this subject in their study plan. | ||
Conditions and requirements for this course are almost identical to the equivalent course being held in Czech language. | Conditions and requirements for this course are almost identical to the equivalent course being held in Czech language. | ||
Řádek 7: | Řádek 63: | ||
Multiple integrals - double and triple integral, Fubini' | Multiple integrals - double and triple integral, Fubini' | ||
Line integral, surface integral, Gauss theorem, potential. | Line integral, surface integral, Gauss theorem, potential. | ||
- | * {{ : | + | * {{ : |
* {{ : | * {{ : | ||
+ | | ||
=== Lecturers === | === Lecturers === | ||
Řádek 49: | Řádek 106: | ||
These conditions will be followed strictly, without any exceptions. | These conditions will be followed strictly, without any exceptions. | ||
- | __//Dates of exams: Thursday 30.5., 6.6., 13.6., 20.6., 27.6., and 12. 9. 2019.//__ | + | /* __//Dates of exams: Thursday 30.5., 6.6., 13.6., 20.6., 27.6., and 12. 9. 2019.// |
/* | /* | ||
Řádek 55: | Řádek 112: | ||
*/ | */ | ||
- | The detailed information will be made available at the end of semester in the //Notice of exams// from Mathematics | + | The detailed information will be made available at the end of semester in the //Notice of exams// from Mathematics |
/* //The detailed information is available in the {{ : | /* //The detailed information is available in the {{ : | ||
Řádek 64: | Řádek 121: | ||
=== Literature: === | === Literature: === | ||
* Neustupa, J., Kračmar S.: Mathematics II, CTU Publishing House, Prague, 1996, | * Neustupa, J., Kračmar S.: Mathematics II, CTU Publishing House, Prague, 1996, | ||
+ | * {{ : | ||
+ | * {{ : | ||
+ | * {{ : | ||
+ | * {{ : | ||
+ | * {{ : | ||
+ | * {{ : | ||
+ | * {{ : | ||
* Finney, R. L., Thomas, G.B.: Calculus, Addison-Wesley, | * Finney, R. L., Thomas, G.B.: Calculus, Addison-Wesley, | ||
Řádek 76: | Řádek 140: | ||
* {{:: | * {{:: | ||
* {{:: | * {{:: | ||
- | * {{:: | + | * {{:: |
* Divergence theorem [{{:: | * Divergence theorem [{{:: | ||
**Web additional sources:** | **Web additional sources:** | ||
- | * Keisler, H. J.: [[http:// | + | |
- | * Calculus [[https:// | + | |
* [[http:// | * [[http:// | ||
* [[http:// | * [[http:// |
/data/www/mat.nipax.cz/data/pages/mathematics/mathematics_ii.txt · Poslední úprava: 2024/05/10 08:17 autor: Tomáš Bodnár