Search
Close this search box.

MARCH HOLIDAY PROGRAMME SIGNUP

2024 MARCH HOLIDAY PROGRAMME

Unlock your child’s potential this March holiday with Matrix Math’s exclusive holiday programme! Register now to strengthen their math foundations and tackle heuristic problems with ease. Our course zeroes in on essential concepts and key problem-solving strategies needed for academic success. Join us to simplify complex math and equip your child with confidence and skills to succeed.

Register now and give your child the gift of confidence in math!

Matrix Math March Holiday Programme

Primary Level Lesson Plans

Primary 4

Fees:

$250 for Matrix Math Students

$260 for non-Matrix Math Students

Number Of Lessons:

3 Lessons x 2 Hours

Math heuristics students should master before the next academic term

LESSON 1

  • Comparison of quantity
  • Comparison of quantity and units
  • Stacking model
  • Supposition

 

LESSON 2

  • Interval
  • Grouping
  • Total concept, regrouping
  • Estimation and approximation

 

LESSON 3

  • External transfer
  • Internal transfer
  • Factors and multiples
  • Shortage and surplus

Primary 5

Fees:

$250 for Matrix Math Students

$260 for non-Matrix Math Students

Number Of Lessons:

2 Lessons x 3 Hours

Math heuristics students should master before transitioning to the next academic term

LESSON 1

  • Whole numbers – quantity value
  • Whole numbers – factors and multiples
  • Whole numbers – comparison of quantity and units
  • Whole numbers – external and internal transfer
  • Whole numbers – supposition

 

LESSON 2

  • Fraction operations
  • Fractions as values and units
  • Fractions – remainder theory

 

LESSON 3

  • Factors and multiples
  • Decimals operations
  • Decimals heuristics
  • Area and perimeter
  • Number patterns and reasoning

Primary 6

Fees:

$270 for Matrix Math Students

$280 for non-Matrix Math Students

Number Of Lessons:

3 Lessons x 2 Hours

or

2 Lessons x 3 Hours

Math heuristics students should master before transitioning to the next academic term

LESSON 1

  • Equivalent proportion
  • Remainder concept with +/– values
  • Average
  • Common base

 

LESSON 2

  • Quantity and value
  • Quantity transfer
  • Proportion transfer

 

LESSON 3

  • Percentage change
  • Percentage as a proportion
  • Percentage discount and gst
  • Area and perimeter
  • Geometry
  • Grouping

Secondary Level Lesson Plans

Secondary 1

Fees:

$140 for Matrix Math Students

$150 for Non-Matrix Math Students

Number Of Lessons:

1 Lesson X 3 Hours

Skills students should master before transitioning to the next academic term

  • Factors and multiples
  • Basic algebra and algebraic manipulation
  • Simple equations in one variable

Secondary 2

Fees:

$140 for Matrix Math Students

$150 for Non-Matrix Math Students

Number Of Lessons:

1 Lesson X 3 Hours

Skills students should master before transitioning to the next academic term

  • Linear inequalities
  • Simultaneous linear equations
  • Expansion and factorisation of algebraic expressions
  • Algebraic fractions and formulae

Secondary 3E

Fees:

$150 for Matrix Math Students

$160 for Non-Matrix Math Students

Number Of Lessons:

1 Lesson X 3 Hours

Skills students should master before transitioning to the next academic term

  • Quadratic equations and functions
  • Indices
  • Inequalities

Secondary 3A

Fees:

$150 for Matrix Math Students

$160 for Non-Matrix Math Students

Number Of Lessons:

1 Lesson X 3 Hours

Skills students should master before transitioning to the next academic term

  • Simultaneous equations
  • Quadratic inequalities
  • Discriminant
  • Quadratic curves
  • Surds

Secondary 4E

Fees:

$150 for Matrix Math Students

$160 for Non-Matrix Math Students

Number Of Lessons:

1 Lesson X 3 Hours

Skills students should master before transitioning to the next academic term

  • Properties of circles
  • Radian measure
  • Statistics and probability

Secondary 4A

Fees:

$150 for Matrix Math Students

$160 for Non-Matrix Math Students

Number Of Lessons:

1 Lesson X 3 Hours

Skills students should master before transitioning to the next academic term

  • Differentiation
  • Tangents and normals
  • Increasing and decreasing functions
  • Rates of change
  • Stationary points, maxima and minima