Mathematics

Description

Raffles Programme Mathematics Curriculum Scope And Sequences

The proposed Raffles Programme curriculum framework uses the elements from Understanding By Design Model (Wriggins and McTighe). It states what the students should know and be able to do by each grade level for the various mathematical topics. The understandings, knowledge and skills stated are consistent with the desired outcomes and standards of Ministry of Education (Singapore) and National Council of Teachers of Mathematics (USA).

Overarching Enduring Understandings

Mathematics is a language consisting of carefully defined terms and symbols.
Mathematics involves formulation of hypotheses, conjectures, averifications and proofs.
Mathematics is the study of patterns and relationships.
Mathematics is a tool used to solve problems in real life.

Staff

NameDesignationEmailPhone
Mr Kelwyn NgHead of DepartmentKelwyn@ri.sch.edu.sg63549121
Mr Jee Jia WoeiLevel Headjiawoei@ri.sch.edu.sg63549144
Mr Chandru MirpuriLevel Headchandru@ri.sch.edu.sg63549154
Mrs Tan Mui HongSenior Teachertmhong@ri.sch.edu.sg63549150
Mrs Jasmine ChongCurriculum HeadJASMINE@ri.sch.edu.sg63549187
Mrs Ng Hoon HoonTeacherhoonhoon@ri.sch.edu.sg63549154
Mr Eddie ChuaTeachereddie@ri.sch.edu.sg63549154
Mrs Chan Sock ChiaTeacherSockChia@ri.sch.edu.sg63549151
Mrs Priscilla LimTeacherpriscilla@ri.sch.edu.sg63549144
Mr Kwa Beng HongTeacherBenghong@ri.sch.edu.sg63549152
Mrs Ho Wai LinTeacherCho@ri.sch.edu.sg63549146
Mrs Tan Lian HongTeacherLIANHONG@ri.sch.edu.sg63549187
Ms Beatrice ChoTeacherbeatrice@ri.sch.edu.sg63549146
Mr Justin YapTeacherjustinyap@ri.sch.edu.sg63549174
Mr Dean AngTeacherngeekeng@ri.sch.edu.sg63549174
Mr Vijay ShankarTeachervshankar@ri.sch.edu.sg63549133
Ms Yew Wei ZhenTeacherweizhen@ri.sch.edu.sg63549133
Victor Cheng CheTeachervictorcheng@ri.sch.edu.sg63549146
George Tan Chin TiongTeacherchintiong@ri.sch.edu.sg63549144
Bernard LowTeacher

Achievements/Involvements

Achievements/Involvements This Year

AchievementDescription
MathsQuest CompetitionTeam - 1st Individual 1st, 4th, 7th & 11th
NJC Mathematics CompetitionTeam - 1st & 3rd Individual 2nd, 3rd & Merit

Summary of Achievements/Involvements

YearAchievementDescription
2007Mathematics GeniusTeam - 3rd
2007World Youth Intercity Mathematics CompetitionTeam - 1st Individual - Silver, Bronze
2007West & South Zone Lower Secondary Mathematics CompetitionTeam - 1st Individual - 4th, 7th, 9th & 10th
2007Singapore Mathematical Olympiad (Open) - With JCsTeam - 3rd Individual - 2nd & 6th
2007Singapore Mathematical Olympiad (Senior)Team - 1st Individual - 3rd, 8th & 10th
2007VJC Inter Secondary School Mathematics CompetitionTeam - 1st Individual - 1st, 2nd, 3rd & 5th
2007NJC All Secondary School Mathematics CompetitionTeam - 1st Individual - 1st, 2nd, 3rd & 5th
2007Singapore Mathematical Olympiad (Junior)Team - 1st Individual - 1st, 4th, 6th & 7th
2007Singapore Mathematics Society Project FestivalTeam - Silver, Bronze

Curriculum

Mathematics

The goal of the Raffles Programme Mathematics is to produce inquiring thinkers, able to appreciate, understand and apply mathematics conceptsfor effective problem solving and nurture innovative individuals poised to lead in the forefront of science and technology.
Secondary 1
Real Number System I
Real Number System II
Approximation and Estimation
Standard Form
Statistics I
Algebraic Expressions I (Basic Algebra)
Solutions of Equations
Set Theory
Arithmetic Problems
Angle Properties
Pythagoras’ Theorem
Mensuration
Secondary 2
Algebraic Expansion and Factorisation I
Algebraic Expansion and Factorisation II
Solutions of Equations
Algebraic Expression II (Laws of Indices)
Graphs I
Mensuration (3D Figures)
Trigonometrical Ratio
Similarity and Congruency
Secondary 3
Surds
Coordinate Geometry
Graphical Solutions of Equations (Graphs II)
Statistics II
Quadratic Functions
Exponential & Logarithmic Equations and Functions
Linear Law (Graphs II)
Remainder & Factor Theorems
Partial Fractions
Geometrical Properties of Circles
Trigonometry I
Secondary 4
Probability
Circular Measure
Trigonometry II
Differentiation
Applications of Differentiation
Integration
Applications of Integration
Vectors I
Curve Sketching using Transformation
Matrices

Enrichment Programmes

Immersion Programme to Shenzhen29 May to 6 June 2008
Mathematics Seminar (Sec 3 & 4)16 May 2008
Mathematics Enrichment Workshop10 to 11 March 2008