MATH2010C  Advanced Calculus I  2014/15
Announcement
 Tentative course schedule [Download file]
 There is no totorial for the first week.
 Homework is due in the box on the second floor of LSB on THURSDAY at midnight.
 There is a mistake about the rotation matrix in today's (1.27) tutorial,it would be fixed in the tutorial notes so please notice the update.Sorry for the inconvenience.
 Test 1 is scheduled on Feb 12, 10:3011:15 am , covering material from Lecture Notes 13.
 NO lecture on Feb 17, 19, 24; NO tutorial session during Feb 1528; HW 5 is due on Feb 26. Happy Holiday!
 The notation in the "remark on mixed partial derivative" may different from the usual one we use,like:the "f_yx" stands for first 'x' then 'y'
 Test 2 is scheduled on April 2, 10:3011:15 am , covering material from Lecture Notes 35
 NO tutorial session on April 2, 7; HW 10 is due on April 16.
 The FINAL is scheduled on April 28, 18:3020:30 at Sir Run Run Shaw Hall (Auditorium)
General Information
Lecturer

Zhongtao WU
 Office: LSB 235
 Tel: 3943 8578
 Email:
Teaching Assistant

Chi Yeung, LAM
 Office: LSB 222B
 Email:

Shun Wai, CHUNG
 Office: LSB 232
 Email:
 Office Hours: Friday ( whole day )

Yongzhe, DENG
 Office: LSB 222C
 Email:
Time and Venue
 Lecture: Tu 1:30PM  2:15PM, Lady Shaw Bldg LT1; Th 10:30AM  12:15PM, William M W Mong Eng Bldg LT
 Tutorial: Tu 12:30PM  1:15PM, Lady Shaw Bldg LT2; Tu 6:30PM  7:15PM, Lady Shaw Bldg LT5; Th 2:30PM  3:15PM, Y.C. Liang Hall 104
Course Description
Functions of several variables, partial differentiation, differential and its geometric meaning, chain rule, maxima and minima, Lagrange multiplier, mean value theorem, Taylor series, and implicit function theorem
Textbooks
 Thomas' Calculus (12th Edition), by Thomas, Weir, and Hass, of Pearson
References
 Differential Multivariable Calculus, by Thomas Au, of McGraw Hill (ISBN 9781259074219)
Lecture Notes
Tutorial Notes
 Tutorial notes1
 Tutorial notes2
 Tutorial notes3
 Tutorial notes4
 Tutorial notes5
 Tutorial notes6
 Remark on mixed partial derivative
 Tutorial notes7
 Remark on 2nd derivative test
 Tutorial notes8
 Tutorial notes9
 Tutorial notes10
 Tutorial notes11(last tutorial)
Assignments
Quizzes and Exams
Solutions
 HW1 suggested solutions
 HW2 suggested solutions
 HW3 suggested solutions
 HW4 suggested solutions
 Test 1 suggested solutions
 HW5 suggested solutions
 HW6 suggested solutions
 HW7 suggested solutions
 HW8 suggested solutions
 Test 2 suggested solutions
 HW9 suggested solutions
 HW10 suggested solutions
Assessment Scheme
Homework  10%  
Test 1  20%  
Test 2  20%  
Final Exam  50% 
Useful Links
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: April 25, 2015 12:23:11