MATH1010F - University Mathematics - 2025/26

Announcement

• Please submit your HW1 (https://www.math.cuhk.edu.hk/~math1010/Homework/HW1.pdf)  via Gradescope in Blackboard, under the direction: Courses--2025R1 University Mathematics MATH1010ABCDEFG--Course content—Gradescope  (Using the CUHK CUSIS system and visit the link below: https://www.math.cuhk.edu.hk/~math1010/Homework/Gradescope/)
• Please do your CWs at https://webwork.math.cuhk.edu.hk/webwork2/MATH1010_202526T1/ For login, please use the following credentials, and be aware of the "Remark" as follows: Student: Student-ID (e.g. 11550*****) Password: OnePass Password Remark: Once the password is entered, your identity will further undergo Two-Factor Authetication (2FA) (typically using the DUO app installed on your phone.) Click on this link for further details.  https://www.itsc.cuhk.edu.hk/tc/all-it/information-security/two-factor-authentication-2fa/                Use the following link of functions and symbols which WeBWorK understands to do your coursework. https://wiki.openwebwork.org/wiki/Available_Functions 
• The arrangement of Quiz1 is as follows: Date:   5:30--6.20PM,  Thursday  16 Oct. , that is the Tutorial time of the next week. Venue:   YIA_LT5 Coverage: Functions: domains, graphs, and simple examples Combining functions: Sums, Differences, Products, Quotients and Composite Functions Exponentlal function and the Logarithmic, Trigonometric functions The Absolute value function, piecewise-defined functions Properties of Functions: odd, even, injective, surjective, bijective inverse Functions Limits of sequences Monotonic Bounded Sequences Limit of functions Limits of Rational Functions Limits of Exponential and Logarithmic Functions Limits of Trigonometric Functions Sandwich theorem for limits of sequences and functions Definition of continuous functions Differentiation • Dierentability or tuncuons - Derivatives of piecewise-defined functions. All students must take the quiz, unless they are absent due to illness and provide supporting documentation.

General Information

Lecturer

• Jin TAN
  • Office: LSB, 237A
  • Email:
  • Office Hours: Monday and Friday 10:00-11:00AM

Time and Venue

• Lecture: Tu 10:30AM - 12:15PM, YIA_LT4 and Th 01:30PM - 02:15PM, YIA_LT8
• Tutorial: Th 05:30PM - 06:15PM, YIA_LT5

Course Description

Please refer to the joint website for MATH1010 A-F at https://www.math.cuhk.edu.hk/~math1010/

Tutorial Notes

• Tutorial 1
• Tutorial 2
• Tutorial 3
• Tutorial 4
• Tutorial 5
• Tutorial 6
• Tutorial 7