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City University of Hong Kong · Course

GE1359Algebra

2026/27 · Undergraduate

Course code
GE1359
Credit units
3
Academic unit
Department of Mathematics
Readable study materials
10 items

Course overview and requirements

Choose the outline year, then review the content, entry requirements and assessment.

2026/27 · Official catalogue edition

The effective term printed in this PDF is Semester A 2025/26。

This outline is still being checked. Before registering, confirm entry and assessment requirements against the official document linked below.

Offering details for 2026/27 have not been checked. Confirm available sections in AIMS before registering.

The PDF Effective Term is separate from the 2026/27 catalogue year and current offering observation.

What you will study

Course overview
This course aims at strengthening students' background knowledge in the various topics of algebra. The content includes an introduction to functions, the theory of equations, trigonometric series, binomial theorem, set theory and combinatorics. It emphasizes on understanding the concepts of functions and the manipulation of algebraic problem-solving techniques. Students learn how to apply the concepts and mathematical techniques to solve real-life problems.

Official PDF, page 2 · Abstract

Course content
• Set theory • Functions: Domain, range, one-one, onto, and inverse • Trigonometric functions: Trigonometric identities, trigonometric series • Theory of equations: Quadratic equations, roots of polynomial equations • Inequalities: Elementary inequalities, triangle inequality, AM-GM inequality • Combinatorics: Counting techniques, binomial theorem • Mathematical induction

Official PDF, page 5 · Keyword Syllabus

Intended learning outcomes
View official learning outcomes and conditions
CILOs                                               Weighting (if DEC-A1         DEC-A2            DEC-A3
                                                                   app.)
1              Explain the concept of functions and sets.                           x           x
2              Solve a system of equations and inequalities and                     x           x
               apply the techniques to problems related to real-
               world situations.
3              Apply trigonometric functions to solve                               x           x
               geometrical problems.
4              Prove rigorously mathematical statements using                       x           x
               mathematical induction.
5              Apply basic counting techniques to solve                             x           x                 x
               combinatorics problems.

Official PDF, page 2 · Course Intended Learning Outcomes (CILOs)

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
Nil

Official PDF, page 1 · Prerequisites

Precursors
Nil

Official PDF, page 1 · Precursors

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
MA1502 Algebra

Official PDF, page 1 · Equivalent Courses

Exclusive courses and conditions
MA2508 Multi-variable Calculus

Official PDF, page 1 · Exclusive Courses

Assessment and passing the course

Assessment
Continuous Assessment (%): 30; Examination (%): 70; Examination Duration (Hours): 2
View the original assessment table and instructions
ATs                CILO No.            Weighting (%)        Remarks ("-" for     Allow Use of
                                                                                    nil entry)           GenAI?
1                       Quizzes/Test/      1, 2, 3             15                   Questions are       No
                        Midterm                                                     designed for the
                                                                                    first part of the
                                                                                    course to see how
                                                                                    well the students
                                                                                    have learned the
                                                                                    basic concepts
                                                                                    and fundamental
                                                                                    theory of algebra,
                                                                                    and to apply
                                                                                    mathematical
                                                                                    techniques to solve
                                                                                    real-life problems.
2                       Formative take-  1, 2, 3, 4, 5         15                   These are skills-    Yes
                        home assignments                                            based assessment
                                                                                    to enable students
                                                                                    to demonstrate
                                                                                    the basic concepts
                                                                                    and fundamental
                                                                                    theory of algebra
                                                                                    and identify their
                                                                                    applications.

Official PDF, page 3 · Continuous Assessment (%),Examination (%),Examination Duration (Hours)

Passing requirements
Minimum Examination Passing Requirement (%): 30 Additional Information for ATs: For a student to pass the course, at least 30% of the maximum mark for the examination must be obtained.

Official PDF, page 3 · Minimum Examination Passing Requirement (%),Additional Information for ATs

Credits, duration and edition details
Title in this edition
Algebra

Official PDF, page 1 · Course Title

Credits in this edition
3

Official PDF, page 1 · Credit Units

Course duration
One Semester

Official PDF, page 1 · Course Duration

Syllabus effective term
Semester A 2025/26
Levels printed in the syllabus
B1, B2, B3, B4 - Bachelor's Degree GE Area (Primary) Area 3 - Science and Technology

Official PDF, page 1 · Level

Check the official document

Read or download this edition through the university link below. GE1359 · Open the original university PDF ↗

Source · University course information ↗ · Checked 2026-10-20T13:54:28.010Z

Study materials

10 readable items

Browse by the material’s own year and type. Historical materials are study references.

10 / 10 items
  • GE1359_PastTestPapers_2122A_Questions

    Past papers · 2021-2022 Semester A · Local review material · 237 KB

    封面共同标注 MA1502/GE1359 Algebra、Semester A 2021-22。

  • GE1359_PastTestPapers_Answers

    Solutions · 2021-2022 Semester A · Local review material · 85 KB

    这是一份历年测验答案汇编,封面标注 Semester A 2021-22;其中也有 Summer 2021 分节,所含题目的年代不全相同。

  • GE1359_PastExam_2021A_Answers

    Solutions · 2020-2021 Semester A · Local review material · 55 KB

    封面共标 MA1502/GE1359,标题为历年试卷最终答案;文件按两个原样代码关联并只计一份。

  • GE1359_PastTestPaper_2021A_Questions

    Past papers · 2020-2021 Semester A · Local review material · 241 KB

    封面共同标注 MA1502/GE1359 Algebra、Semester A 2020-21。

  • GE1359_PastExam_Summer2021_Answers

    Solutions · Year unknown Term unknown · Local review material · 53 KB

    文件同时标注 MA1502 / GE1359,为 2021 年试卷解答;仅据此关联这两门课程,未推定现行等同关系。

  • GE1359_PastTestPaper_Sum2021_Questions

    Past papers · Year unknown Term unknown · Local review material · 237 KB

    Material type follows its original classification.

  • GE1359_Summer 2022_Test

    Past papers · Year unknown Term unknown · Local review material · 275 KB

  • GE1359_Summer22_THAss1

    Assignments · Year unknown Term unknown · Local review material · 80 KB

    Material type follows its original classification.

  • GE1359_Summer22_THAss1_sol

    Solutions · Year unknown Term unknown · Local review material · 170 KB

  • GE1359_Summer22_THAss2

    Assignments · Year unknown Term unknown · Local review material · 68 KB

    Material type follows its original classification.

Related programme curricula

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