Obě strany předchozí revizePředchozí verzeNásledující verze | Předchozí verzeNásledující verzeObě strany příští revize |
mathematics:mathematics_ii [2020/03/18 20:04] – Tomáš Bodnár | mathematics:mathematics_ii [2020/04/26 16:48] – Tomáš Bodnár |
---|
* A new, emergency communication channel for each course (subject) is set up at the university using [[https://teams.microsoft.com/l/team/19%3a9faa9277f4524373806b921e2a43651e%40thread.tacv2/conversations?groupId=49fbdc73-45c5-44a4-9bac-4f27c645b22f&tenantId=f345c406-5268-43b0-b19f-5862fa6833f8 | Microsoft Teams]] platform. It can be used for //online chat-like communication with teachers during the usual course hours// according to standard schedule of the subject. | * A new, emergency communication channel for each course (subject) is set up at the university using [[https://teams.microsoft.com/l/team/19%3a9faa9277f4524373806b921e2a43651e%40thread.tacv2/conversations?groupId=49fbdc73-45c5-44a4-9bac-4f27c645b22f&tenantId=f345c406-5268-43b0-b19f-5862fa6833f8 | Microsoft Teams]] platform. It can be used for //online chat-like communication with teachers during the usual course hours// according to standard schedule of the subject. |
| |
**New: The [[https://teams.microsoft.com/l/team/19%3a9faa9277f4524373806b921e2a43651e%40thread.tacv2/conversations?groupId=49fbdc73-45c5-44a4-9bac-4f27c645b22f&tenantId=f345c406-5268-43b0-b19f-5862fa6833f8 | Microsoft Team]] was created, for online consultations. Textbook material for double integral was added to the webpage.** | The [[https://teams.microsoft.com/l/team/19%3a9faa9277f4524373806b921e2a43651e%40thread.tacv2/conversations?groupId=49fbdc73-45c5-44a4-9bac-4f27c645b22f&tenantId=f345c406-5268-43b0-b19f-5862fa6833f8 | Microsoft Team]] was created, for online consultations. Textbook material for implicit functions, Riemann, double, triple, line and **surface integral, together with potential fields chapter was added to the webpage.** |
| |
| |
* //Week:// March 9 - March 15, 2020 - //Topic:// Implicit functions {{ :mathematics:ma2en_implicit_functions.pdf | Implicit functions}} | * //Week:// March 9 - March 15, 2020 - //Topic:// Implicit functions {{ :mathematics:ma2en_implicit_functions.pdf | Implicit functions}} |
* //Week:// March 16 - March 22, 2020 - //Topic:// Double integral {{ :mathematics:ma2en_double_integral.pdf | Double integral}} | * //Week:// March 16 - March 22, 2020 - //Topic:// Double integral {{ :mathematics:ma2en_double_integral.pdf | Double integral}} |
| * //Week:// March 23 - March 29, 2020 - //Topic:// Triple integral {{ :mathematics:ma2en_triple_integral.pdf | Triple integral}} |
| * //Week:// March 30 - April 5, 2020 - //Topic:// Applications {{ :mathematics:ma2en_applications.pdf | Applications}} |
| * //Week:// April 6 - April 12, 2020 - //Topic:// Line integral {{ :mathematics:ma2en_line_integral.pdf | Line integral}} |
| * //Week:// April 13 - April 19, 2020 - //Topic:// Applications and potential {{ :mathematics:ma2en_potential_fields.pdf | Applications and potential}} |
| * //Week:// April 20 - April 26, 2020 - //Topic:// Surface integral {{ :mathematics:ma2en_surface_integral.pdf | Surface integral}} |
| * //Week:// April 27 - May 3, 2020 - //Topic:// Applications and integral theorems {{ :mathematics:ma2en_applications_theorems.pdf | Applications and theorems}} |
| |
For additional explanation, clarification and extra material contact the Lecture/Tutorial teacher by email or the [[https://teams.microsoft.com/l/team/19%3a9faa9277f4524373806b921e2a43651e%40thread.tacv2/conversations?groupId=49fbdc73-45c5-44a4-9bac-4f27c645b22f&tenantId=f345c406-5268-43b0-b19f-5862fa6833f8 | Microsoft Team]] platform for online consultation. You can post your questions and request anytime. The teachers will respond as quickly as possible. For //online live chat use the standard course hours// according to usual schedule. Ask for other extra consultations if needed. We will do our best to help you. | === Assessment requirements: === |
| |
| **The delivery of all sample exams (completely and correctly solved) is necessary condition for obtaining the assessment from tutorials.** Sample exam tests: {{ :mathematics:ma2_exam_1_en.pdf |Exam 1}}, {{ :mathematics:ma2_exam_2_en.pdf |Exam 2}}, {{ :mathematics:ma2_exam_3_en.pdf |Exam 3}} |
| |
| //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, Green: Tutorials |
| {{ :mathematics:rozvrh_prestavky.png?820 |}} |
| |
| For additional explanation, clarification and extra material contact the Lecture/Tutorial teacher by email or the [[https://teams.microsoft.com/l/team/19%3a9faa9277f4524373806b921e2a43651e%40thread.tacv2/conversations?groupId=49fbdc73-45c5-44a4-9bac-4f27c645b22f&tenantId=f345c406-5268-43b0-b19f-5862fa6833f8 | Microsoft Teams]] platform for online consultation. You can post your questions and request anytime. The teachers will respond as quickly as possible. For //online live chat use the standard course hours// according to usual schedule. Ask for other extra consultations if needed. We will do our best to help you. |
---- | ---- |
| |
*/ | */ |
| |
The detailed information will be made available at the end of semester in the //Notice of exams// from Mathematics I for the academic year 2019/20. | The detailed information will be made available at the end of semester in the //Notice of exams// from Mathematics II for the academic year 2019/20. |
| |
/* //The detailed information is available in the {{ :mathematics:ma2_2019_exams.pdf |Notice of exams}} from Mathematics II for the academic year 2018/19.// */ | /* //The detailed information is available in the {{ :mathematics:ma2_2019_exams.pdf |Notice of exams}} from Mathematics II for the academic year 2018/19.// */ |
* {{ :mathematics:pages_34-47.pdf |Riemann integral pages_34-47}} | * {{ :mathematics:pages_34-47.pdf |Riemann integral pages_34-47}} |
* {{ :mathematics:pages_48-57.pdf |Double integral pages_48-56}} | * {{ :mathematics:pages_48-57.pdf |Double integral pages_48-56}} |
| * {{ :mathematics:pages_56-69.pdf |Triple integral pages_56-69}} |
| * {{ :mathematics:pages_70-83.pdf |Line integral pages_70-83}} |
| * {{ :mathematics:pages_84-103.pdf |Surface integral pages_84-103}} |
| * {{ :mathematics:pages_104-118.pdf |Potential and solenoidal fields pages_104-118}} |
* Finney, R. L., Thomas, G.B.: Calculus, Addison-Wesley, New York, Ontario, Sydney, 1994 | * Finney, R. L., Thomas, G.B.: Calculus, Addison-Wesley, New York, Ontario, Sydney, 1994 |
| |
* {{::triple_integral.pdf|Triple integral}} [{{::trojny_integral.pdf|Trojný integrál}}] | * {{::triple_integral.pdf|Triple integral}} [{{::trojny_integral.pdf|Trojný integrál}}] |
* {{::line_integral_1.pdf|Line integral}} [{{::krivkovy_integral_komplet.pdf|Křivkový integrál}}] | * {{::line_integral_1.pdf|Line integral}} [{{::krivkovy_integral_komplet.pdf|Křivkový integrál}}] |
* {{::surface_integral.pdf|Surface integral}} [{{::plosny_integral_skalarni_funkce.pdf|Plošný integrál}}] | * {{::surface_integral.pdf|Surface integral}} [{{::19plosny-skalar.pdf|Skalární}}] [{{::plosny_integral_vektor_pole.pdf|Vektorový}}] |
* Divergence theorem [{{::veta_gauss_ostrogradsky.pdf|Gaussova-Ostrogradského věta}}] | * Divergence theorem [{{::veta_gauss_ostrogradsky.pdf|Gaussova-Ostrogradského věta}}] |
| |
**Web additional sources:** | **Web additional sources:** |
* Keisler, H. J.: [[http://www.math.wisc.edu/~keisler/calc.html|Elementary Calculus]]: An Infinitesimal Approach, 2nd edition, Prindle, Weber & Schmidt, 1986. | * **Keisler, H. J.: [[http://www.math.wisc.edu/~keisler/calc.html|Elementary Calculus]]: An Infinitesimal Approach, 2nd edition, Prindle, Weber & Schmidt, 1986.** |
* Calculus [[https://cnx.org/contents/i4nRcikn@7.1:H2TLb2-S@4/Introduction|Volume I.]], [[https://cnx.org/contents/HTmjSAcf@6.1:rrzms6rP@6/Introduction|Volume II.]], [[https://cnx.org/contents/oxzXkyFi@6.1:72YaCFgv@5/Introduction|Volume III.]], provided by [[https://cnx.org/|https://cnx.org/]]. | * **Calculus [[https://cnx.org/contents/i4nRcikn@7.1:H2TLb2-S@4/Introduction|Volume I.]], [[https://cnx.org/contents/HTmjSAcf@6.1:rrzms6rP@6/Introduction|Volume II.]], [[https://cnx.org/contents/oxzXkyFi@6.1:72YaCFgv@5/Introduction|Volume III.]], provided by [[https://cnx.org/|https://cnx.org/]].** |
* [[http://tutorial.math.lamar.edu/Classes/CalcIII/CalcIII.aspx|Paul's Online Math Notes]] have gotten the notes/tutorials for Algebra, Calculus I, Calculus II, Calculus III and Differential Equations class online. | * [[http://tutorial.math.lamar.edu/Classes/CalcIII/CalcIII.aspx|Paul's Online Math Notes]] have gotten the notes/tutorials for Algebra, Calculus I, Calculus II, Calculus III and Differential Equations class online. |
* [[http://patrickjmt.com|Just Math Tutoring]] is a web site of Patrick from Vanderbilt University, who provide clear and thorough explanations, and to present them in an environment in which the student is comfortable. | * [[http://patrickjmt.com|Just Math Tutoring]] is a web site of Patrick from Vanderbilt University, who provide clear and thorough explanations, and to present them in an environment in which the student is comfortable. |