MATH2020A - Advanced Calculus II - 2015/16
- Course schedule [Download file]
- The first tutorial will be held on Sept.16
- Homework will be collected in the box on the second floor of LSB on THESDAY at midnight; the first homework set is due on Sept. 15.
- No lecture/tutorial during the week Sep.28 - Oct.2
- Homework 3 is due on Oct.6
- Midterm is on Oct. 28, 2:30-4pm , covering lecutres up to Oct. 14. Please read note 1,2 for a summary of the material.
- No tutorial during the week Oct.19 - Oct.23
- No lecture on Nov.19; no tutorial during the week Nov.16 - Nov.20
- The final exam is scheduled on December 11, 15:30-17:30 in University Gymnasium.
- You are reminded that you CANNOT use divergent theorem if the vector field is not well-defined at some point inside the region bounded by the surface.
- A reference solution for the final exam last year is uploaded.
- A reference solution for the final exam this year is uploaded~~
- Office: LSB 235
- Tel: 3943 8578
Ka Ho WONG
- Office: LSB 222A
- Tel: 3943 3575
- Office: LSB 232
Time and Venue
- Lecture: We 2:30pm - 4:15pm, Y.C. Liang Hall 104; Th 4:30pm - 5:15 pm, Lady Shaw Bldg LT2
- Tutorial: We 4:30pm - 5:15pm, Y.C. Liang Hall 104; Th 6:30pm - 7:15pm, Lady Shaw Bldg LT2
This is a continuation of MAT2010. The following topics will be discussed: multiple integrals, change of variables formula, vector analysis, line and surface integral, Green's Theorem, divergence theorem, and Stokes' theorem.
- Thomas' Calculus (12th Edition), by Thomas, Weir, and Hass, of Pearson
- Tutorial notes 1 (updated)
- Tutorial notes 2
- Supplementary notes on Tutorial 2 (measure zero and Osgood's curve)
- Tutorial notes 3
- Tutorial notes 4
- Tutorial notes 5
- Tutorial notes 6
- Tutorial notes 7
- Tutorial notes 8
- Tutorial notes 9
- Reference solution for the final exam 2014-15
- Reference solution for the final exam 2015-16
Quizzes and Exams
- Suggested solutions of HW1
- Suggested solutions of HW2
- Suggested solutions of HW3
- Suggested solutions of HW4
- Suggested solutions of Midterm
- Suggested solutions of HW5
- Suggested solutions of HW6
- Suggested solutions of HW7
- Suggested solutions of HW8
- Suggested solutions of HW9
Honesty in Academic Work
The Chinese University of Hong Kong places very high importance on honesty in academic work submitted by students, and adopts a policy of zero tolerance on cheating and plagiarism. Any related offence will lead to disciplinary action including termination of studies at the University. Although cases of cheating or plagiarism are rare at the University, everyone should make himself / herself familiar with the content of the following website:http://www.cuhk.edu.hk/policy/academichonesty/
and thereby help avoid any practice that would not be acceptable.
Last updated: January 04, 2016 16:38:20