MATH1010  University Mathematics  2018/19
Announcement
 Tutorial guideline [Download file]
 Scope of Final exam [Download file]
General Information
Lecturer

Cheung Leung Fu (MATH1010I)
 Office: LSB 209
 Tel: 3943 7961
 Email:

Lau Chi Hin (MATH1010J)
 Office: LSB 208
 Tel: 3943 7987
 Email:

Chan Hiu Ling (MATH1010K)
 Office: LSB 233
 Tel: 3943 7956
 Email:
Teaching Assistant

Chen Shanjiang
 Office: LSB 222A
 Tel: 3943 3575
 Email:

Jiang Ning
 Office: AB1 505
 Tel: 3943 4298
 Email:

Wong Wing Hong
 Office: LSB 222A
 Tel: 3943 3575
 Email:

Han Fuqun
 Office: LSB 222C
 Tel: 3943 8570
 Email:

Lo Chiu Hong
 Office: LSB 232C
 Tel: 3943 7978
 Email:
Course Description
This course is designed for students who need to acquire the knowledge and skills of onevariable calculus at a general level for the studies in science or engineering. The course places special emphasis on the theoretical foundations as well as the methods and techniques of computation and their applications. Advisory: MATH Majors should select not more than 5 MATH courses in a term.
References
 Thomas' Calculus: Weir and Hass, Pearson
 Anton's Calculus Early Transcendentals: Wiley
Lecture Notes
Tutorial Notes
 Exercise on sequences
 Exercise on limits of functions
 Exercise on continuity and differentiability
 Exercise on derivatives (14/3 revised)
 Exercise on mean value theorem
 Exercise on L'Hopital's rule and Taylor series
 Method of integration
 Exercise on integration
 Exercise on fundamental theorem of calculus
 Miscellaneous exercise on integration
Assignments
Quizzes and Exams
Solutions
 Coursework 1 Solution
 Coursework 2 Solution
 Coursework 3 Solution
 Coursework 4 Solution
 Coursework 5 Solution
 Coursework 6 Solution
 Coursework 7 Solution
 Coursework 8 Solution
 Coursework 9 Solution (17/4 revised)
 Coursework 10 Solution
Assessment Scheme
Courseworks  7%  
WeBWork  3%  
Quizzes (21/2 (Thur) and 21/3 (Thur))  40%  
Final exam  50% 
Assessment Policy Last updated: April 29, 2019 18:31:19