Enhance the effectiveness of junior forms teaching and learning through curriculum and assessment programmes.
Strengthen the performance of students in HKDSE through assessments and training schemes.
Promote e-Learning and STEAM in junior forms to arouse student’s interest and enhance understanding.
Develop a comprehensive analysis system in learning outcomes.
Enrich able students through activities and training classes.
Promote staff development through peer observations and professional training.
Curriculum Highlights
Students can monitor their learning progress through form tests. Moreover, we provide after-school enrichment and remedial classes for junior form students to cater their learning needs.
Senior students can enhance their ability through training classes. DSE topics and university level contents will be discussed in the class.
Besides school curriculum, we offer various extra-curricular activities such as Maths Corner, mathematics competitions and off-school elite programmes for students.
Curriculum Framework
Form 1 – 3 Mathematics
Strand
Learning Units
Number and Algebra
Basic computation
Directed numbers
Approximate values and numerical estimation
Rational and irrational numbers
Using percentages
Rates, ratios and proportions
Algebraic expressions
Linear equations in one unknown
Linear equations in two unknowns
Laws of integral indices
Polynomials
Identities
Formulae
Linear inequalities in one unknown
Measures, Shape and Space
Errors in measurement
Arc lengths and areas of sectors
3-D figures
Mensuration
Angles and parallel lines
Polygons
Congruent triangles
Similar triangles
Quadrilaterals
Centres of triangles
Pythagoras’ theorem
Rectangular coordinate system
Trigonometry
Data Handling
Organisation of data
Presentation of data
Measures of central tendency
Probability
Form 4 – 6 Mathematics (Compulsory Part)
Strand
Learning Units
Number and Algebra
Quadratic equations in one unknown
Functions and graphs
Exponential and logarithmic functions
More about polynomials
More about equations
Variations
Arithmetic and geometric sequences and their summations
Inequalities and linear programming
More about graphs of functions
Measures, Shape and Space
Equations of straight lines
Basic properties of circles
Loci
Equations of circles
More about trigonometry
Data Handling
Permutations and combinations
More about probability
Measures of dispersion
Uses and abuses of statistics
Form 4 – 6 Mathematics (Extended Part Module 2)
Strand
Learning Units
Foundation Knowledge
Odd and even functions
Mathematics induction
The binomial theorem
More about trigonometric functions
Introduction to e
Calculus
Limits
Differentiation
Applications of differentiation
Indefinite integration and its applications
Definite integration
Applications of definite integration
Algebra
Determinants
Matrices
Systems of linear equations
Introduction to vectors
Scalar product and vector product
Applications of vectors
Learning Activities
Form 1 Fun DaySTEAM ActivityVarious Mathematics Competitions