2026/27 · Official catalogue edition
The effective term printed in this PDF is Semester A 2025/26。
Offering details for 2026/27 have not been checked. Confirm available sections in AIMS before registering.
What you will study
- Course overview and aims
- This is the first of two required courses designed for students pursuing studies in mathematics, or engineering/science students requiring solid background in mathematics. It aims to • strengthen skills and methods essential for study of further mathematics, • develop fluency in concepts of limits and techniques of differential calculus, and • nurture skills in logical thinking and translation of ideas with formal mathematical language.
- Keyword syllabus
- • Polynomials; Mathematical induction • Functions and inverses • Limits of sequences and infinite series • Limits, continuity and differentiability of functions • Techniques of differentiation, implicit, logarithmic and parametric differentiation
Official PDF, page 6 · Keyword Syllabus
- Intended learning outcomes
View learning outcomes
CILO Intended learning outcome Weight DEC 1 implement mathematical methods of algebra, trigonometry and coordinate geometry proficiently. 16% DEC-A2, DEC-A3 2 explain properties of functions and manipulate expressions involving standard functions and their inverses. 16% DEC-A1, DEC-A3 3 apply concepts and theory of sequences to evaluate their limits. 20% DEC-A1, DEC-A2 4 describe concepts on infinite series and test their convergence/divergence. 16% DEC-A1 5 explain at high level concepts of limit, continuity and differentiability of functions. 16% DEC-A1 6 perform techniques of differentiation to obtain derivatives of functions. 16% DEC-A2 Official PDF, page 2 · Course Intended Learning Outcomes (CILOs)
Additional Information for LTAs
Official PDF, page 3 · Additional Information for LTAs
Before you take this course
Check prerequisites, precursors and corequisites separately, together with equivalence and exclusion conditions. “and” means conditions must be met together; “or” marks alternatives. Read combined conditions in the groupings shown in the original text below.
- Prerequisites
- (i) HKDSE Mathematics Compulsory Part and Extended Part Module 1 (Level 5), or (ii) HKDSE Mathematics Compulsory Part and Extended Part Module 2 (Levels 3 ‒ 5); or equivalent
- Precursors
- Nil
- Corequisites
- This edition of the official syllabus does not state this item.
- Additional course requirements
- This edition of the official syllabus does not state this item.
- Equivalent courses and conditions
- MA1200 Calculus and Basic Linear Algebra I
Assessment and passing the course
- Assessment
- Continuous assessment: 30%; Examination: 70%; Examination duration: 3 hours
Assessment breakdown
Assessment task Weight Generative AI Remarks and restrictions Quizzes/Test(s)CILO 1, 2, 3, 4, 5, 6 20% No Questions are designed to see how well students have learned basic mathematical methods, concepts of functions, limits, continuity and differentiability, as well as techniques of differential calculus. These assessment tasks monitor students’ progress and reveal gaps in knowledge. Hand-in assignment(s)CILO 1, 2, 3, 4, 5, 6 10% Yes These are skills based assessment to see whether students are familiar with essential mathematical techniques, properties of functions, theory and methods of limits of sequences and series as well as techniques of differential calculus. Official PDF, pages 3–4 · Assessment Tasks / Activities (ATs)
View the original assessment table and instructions
Quizzes/Test(s) | CILOs 1–6 | 20% | GenAI No. Hand-in assignment(s) | CILOs 1–6 | 10% | GenAI Yes.
- Passing requirements
- 30% Coursework 70% Examination (Duration: 3 hours, at the end of the semester) For a student to pass the course, at least 30% of the maximum mark for the examination must be obtained.
Credits, duration and edition details
- Title in this edition
- Enhanced Calculus and Linear Algebra I
- Credits in this edition
- 3
- Course duration
- One Semester
- Syllabus effective term
- Semester A 2025/26
- Levels printed in the syllabus
- B1, B2, B3, B4 - Bachelor's Degree
Check the official document
Read or download this edition through the university link below. MA1300 · Open the original university PDF ↗
Source · University course information ↗ · Checked 2026-10-18