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1. Curriculum Content

We hope to cultivate students' self-learning ability in mathematics, establish their sense of achievement, meanwhile build up the habit of daily math practice and enhance students' interest in learning mathematics, elevate higher-order thinking and independent thinking ability, ultimately achieve appreciating the beauty of mathematics and life.

 

Core Part-Content

S1

Basic Mathematics, Directed Numbers and Number Line, Introduction to Algebra, Univariate Algebraic Equations, Percentages (I), Estimating Values and Measurements, Area and Volume (I), Introduction to Geometry, Symmetry and Transformation, Congruence and Similarity, Coordinate Introduction, Angles Related to Lines, Simple Operations of Polynomials, Introduction to Statistical Work

S2

Similar triangles, angles related to triangles and polygons, trigonometric identities, polynomial factorisation, algebraic fractions and formulas, measurement errors, statistics (II), linear inequalities, linear equations with two variables, Pythagoras' theorem and irrationals, geometric proofs, introduction to trigonometry, areas and volumes (II)

S3

Linear inequalities with one variable, percentages (II), solid geometry (continued), measures of central tendency, areas and volumes (III), introduction to probability, coordinate geometry of lines, relationships of trigonometric ratios, applications of trigonometric ratios, some special lines and centers of triangles

S4

Quadratic equations with one variable (I), quadratic equations with one variable (II), functions and their graphs, equations of lines, polynomials (continued I), polynomials (continued II), systems of equations, exponential functions, logarithmic functions, continued trigonometry, applications of trigonometry: two-dimensional space, differentials

S5

Continued quadratic equations, basic properties of circles, tangents of circles, loci, equations of circles, inequalities, continued function graphs, linear programming, permutations and combinations, continued probability

S6

Arithmetic sequences and geometric sequences, summation methods for arithmetic sequences and geometric sequences, measures of variability, applications and misapplications of statistics, applications of trigonometry: three-dimensional space

 

 

M1

Content

S.4

Pre – requisite Knowledge, Binomial Expansion, Exponential Functions and Logarithmic Functions, Limits and Derivatives, Differentiation, Applications of Differentiation

S.5

Application of Differentiation, Indefinite Integration and its Applications, Definite Integration and its Applications, Estimate Definite Integrals by Trapezoidal Rule, Review on Basic Statistics and Probability, Further Probability, Discrete Probability Distributions, Some Special Discrete Probability Distributions

S.6

Normal Distribution and its Application, Point Interval Estimation

 

M2

Content

S.4

Surds, Mathematical Induction, Mathematical Induction, Binomial Theorem, More about Trigonometric Functions (I), More about Trigonometric Functions (II), Introduction to Number e and Natural Logarithms, Limits

S.5

Indefinite Integration (I), Indefinite Integration (II), Definite Integration, Applications of Definite Integration, Matrices

S.6

Matrices, Determinants and Inverses of Square Matrices, System of Linear Equations, Introduction to Vectors, Scalar Products and Vector Products with Applications


2.   Event Photo

Mathematics Week 2006-2007:"Mathematics festival"

 Mathematics Week 2007-2008:「以和為貴」 

 Mathematics Week 2008-2009:「數學…..你在哪裡??」 

 Mathematics Week09-10數藝週:「這才算是美」 

 Mathematics Week 2010-2011:「數理冰室」 

 Mathematics and Art Week 2011-2012:「走進美麗的數理花園」 

 Mathematics and Art Week 2012-2013:「摺紙的世界」 

 Mathematics and Art Week 2013-2014:「摺紙的世界2-撕紙」 

Mathematics Week 2015-2016:「與數學對立」  

 
 
   


 

Mathematics and Art Week 2017-2018:「亂中有序(統計+概率)」  

 

 

  

 

  

 

  

 

  

 

  

 

  

 

  

 

  

 

  



3.  External competition

 

 Ho Lap Mathematics Invitational

第六屆

吳紹恆

「高中組」獲得「銀獎」

第七屆

吳紹恆

名列首百分之十

 

 

 決賽獲得個人銀獎

第十一屆

黃志雄

個人優異獎

 

何家俊

個人優異獎

第十二屆

何家俊

個人優異獎

第十三屆

何家俊

個人優異獎

  International Schools Subject Assessment

 

2007

 

7名學生獲得(Distinction)

 

 

13名學生獲得 (Credit)

2008

張詠欣

High Distinction “Medal Award”

 

 

6名學生獲得(Distinction)

 

 

14名學生獲得(Credit)

 加拿大數學公開比賽
(Sun Life Financial Canadian Open Mathematics Challenge)
 

2007

吳紹恆

“Honour Roll”---首100名

 屯門區校際初中數學比賽 

第六屆

許鵬

個人金獎

 

曾正言

個人銀獎

第八屆

楊凱俊

個人銀獎

 

何家俊

個人銅獎

 

 

團體優異獎

第九屆

陳俊龍

個人優異 (高中組)

第十屆

黃志雄

個人銀獎

第十屆

陳延睿

個人銀獎

第十二屆

歐栢誠

個人賽銅獎

 CMC Galois Mathematics Contest  

2008

陸建華

Silver Standard

 

 江元海

Bronze Standard

 加拿大數學公開比賽(Euclid) 

2010

 

4名學生獲得「優等獎」(Distinction)

2014

 

10名學生獲得Distinction

 澳洲數學比賽(中學組) 

2012

 

三位為Distinction award

 數學專題研習比賽(中學組) 

2013                

 

專題研習名稱:「圓」來自你    

 

 

優異獎

 「華夏盃」全國數學奧林匹克(港澳區) 

2014

郭子揚

三等獎

 

徐雲鈺

二等獎

 「華夏盃」晉級賽 

2022

林卓翹                        三等獎                              

香港青少年數學精英選拔賽 

2014

周文俊

三等獎

 

4.   其他連結

數學資料庫
http://www.mathdb.org/fun/c_games.htm


數學園地(不同課題)
http://www.paps.kh.edu.tw/aspx/math_menu/math_source.aspx


甚麼是箱形圖

http://www.shodor.org/interactivate/activities/BoxPlot/


初中數學有關的極短篇
http://johnmayhk.wordpress.com/junior-math-sharing/

 

圓的基本特性(一)
http://www.npc.edu.hk/staff/~mkchan/content_maths/math_my_teaching_materials.htm


數學遊戲

http://www.lktmc.edu.hk/~mathematics/game/mathgame.htm

http://www.apstht.edu.hk/resources/math_rc.htm

http://home.educities.edu.tw/mario123/games/ 

http://www.ablmcc.edu.hk/~eca-math/link/game2.htm