MATH1010D  University Mathematics  2016/17
Announcement
 Please visit here for the course materials of MATH1010
 There will be no tutorial class in the first week. Tutorial class will be started on the second week.
General Information
Lecturer

Lau Chi Hin
 Office: LSB 208
 Tel: 3943 7987
 Email:
Teaching Assistant

Chan Cheuk Kit Kelvin
 Office: LSB 222B
 Tel: 3943 7963
 Email:

Wong Siu Fung
 Office: AB1 407A
 Tel: 3943 3721
 Email:

Yau Yu Tung
 Office: AB1 505
 Tel: 3943 4298
 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.
References
 Thomas' Calculus: Weir and Hass, Pearson
Lecture Notes
 Chapter 12 (Sequence, Limits and Continuity)
 Chapter 34 (Differentiation and Mean Value Theorem)
 Chapter 57 (Integration 7/11 revised)
 Methods of Integration
 Exercise on Integration
 Mathematical Formula Handbook
Tutorial Notes
 Tutorial Notes 1
 Tutorial Notes 1 Exercise Solution
 Tutorial Notes 2
 Tutorial Notes 2 Exercise Solution
 Tutorial Notes 3
 Tutorial Notes 3 Exercise Solution
 Tutorial Notes 4
 Tutorial Notes 4 Exercise Solution
 Tutorial Notes 5
 Tutorial Notes 5 Exercise Solution
 Tutorial Notes 6
 Tutorial Notes 6 Exercise Solution
 Tutorial Notes 7 (Revised on 23/10)
 Tutorial Notes 7 Exercise Solution (Revised on 23/11)
 Tutorial Notes 8
 Tutorial Notes 8 Exercise Solution
 Tutorial Notes 9
 Tutorial Notes 9 Exercise Solution
 Tutorial Notes 10 (Revised on 14/11)
 Tutorial Notes 10 Exercise Solution
 Tutorial Notes 11 (Revised on 21/11, 2(b), (e), (g) changed)
 Tutorial Notes 11 Exercise Solution
 Tutorial Notes 12
 Tutorial Notes 12 Exercise Solution
Assessment Scheme
Assignments  10%  
Midterm (Oct 26 Wed 19:3021:00)  40%  
Final exam  50% 
Last updated: November 27, 2016 19:56:09