Primary 5 Mathematics

Primary 5 is a crucial year to start gearing up for the upcoming PSLE. Students are exposed to PSLE-type questions across various topics, and learn more complex topics such as percentages and ratios.

View Class Schedules

Primary 5 Mathematics

Primary 5 is a crucial year to start gearing up for the upcoming PSLE. Students are exposed to PSLE-type questions across various topics, and learn more complex topics such as percentages and ratios.

View Class Schedules

Primary 5 Mathematics

Primary 5 is a crucial year to start gearing up for the upcoming PSLE. Students are exposed to PSLE-type questions across various topics, and learn more complex topics such as percentages and ratios.

View Class Schedules

Coverage

01

Primary 5 students are introduced to using calculators to assist in solving Mathematics questions.

02

Solidify foundational concepts learnt from Primary 1 to 4 – Numbers, Factors and Multiples, Fractions, Decimals, Area and Perimeter, Graphs, and more.

03

New mathematical concepts are also introduced, such as Percentage, Ratios, Average, Triangles, Parallelogram, Rhombus and Trapezium.

04

Students learn and utilise Mind Stretcher's Power Codes – effective problem-solving techniques – to solve various problem sums fast and accurately.

05

Hands-on experiences are used to pique and develop students' interest in Mathematics, and real-world examples bring Mathematics to life.

Components

Numbers to 10 million

- Reading and writing numbers in numerals and in words

Numbers to 10 million

- Reading and writing numbers in numerals and in words

Numbers to 10 million

- Reading and writing numbers in numerals and in words

Four Operations

- Multiplying and dividing by 10, 100, 1000 - Order of operations with and without brackets - Solving word problems

Four Operations

- Multiplying and dividing by 10, 100, 1000 - Order of operations with and without brackets - Solving word problems

Four Operations

- Multiplying and dividing by 10, 100, 1000 - Order of operations with and without brackets - Solving word problems

Fractions

- Dividing whole number by whole number with quotient as a fraction - Converting fractions to decimals - Adding and subtracting mixed numbers - Multiplying proper/improper fraction and whole number - Multiplying 2 proper/improper fractions - Multiplying mixed number and whole number - Solving word problems

Fractions

Decimals

- Multiplying and dividing decimals by 10, 100 and 1,000 and their multiples - Converting a measurement from smaller unit to larger unit in decimal form - Solving word problems

Decimals

- Multiplying and dividing decimals by 10, 100 and 1,000 and their multiples - Converting a measurement from smaller unit to larger unit in decimal form - Solving word problems

Decimals

- Multiplying and dividing decimals by 10, 100 and 1,000 and their multiples - Converting a measurement from smaller unit to larger unit in decimal form - Solving word problems

Percentage

- Use of % - Conversion from fractions and decimals to percentage - Finding GST, discounts and annual interests - Solving word problems

Percentage

- Use of % - Conversion from fractions and decimals to percentage - Finding GST, discounts and annual interests - Solving word problems

Percentage

- Use of % - Conversion from fractions and decimals to percentage - Finding GST, discounts and annual interests - Solving word problems

Ratio

- Notation, representations and interpretation of a:b, a:b:c, where a, b and c are whole numbers - Equivalent ratios and simplest form - Finding quantity when given another quanity, total or ratio - Solving word problems

Ratio

Rate

- Concept of rates - Finding rates, total amount or number of units given the other two quantities - Solving word problems

Rate

- Concept of rates - Finding rates, total amount or number of units given the other two quantities - Solving word problems

Rate

- Concept of rates - Finding rates, total amount or number of units given the other two quantities - Solving word problems

Area of Triangle

- Concepts of base and height of triangle - Area of triangle - Finding area of composite figures made up of rectangles, squares and triangles

Area of Triangle

- Concepts of base and height of triangle - Area of triangle - Finding area of composite figures made up of rectangles, squares and triangles

Area of Triangle

- Concepts of base and height of triangle - Area of triangle - Finding area of composite figures made up of rectangles, squares and triangles

Volume of Cube and Cuboid

- Finding volume of solid figures in cm3 and m3 - Drawing of cubes and cuboids on isometric grid - Finding voume of liquid and understand relationship between ℓ (or ml) and cm3

Volume of Cube and Cuboid

- Finding volume of solid figures in cm3 and m3 - Drawing of cubes and cuboids on isometric grid - Finding voume of liquid and understand relationship between ℓ (or ml) and cm3

Volume of Cube and Cuboid

- Finding volume of solid figures in cm3 and m3 - Drawing of cubes and cuboids on isometric grid - Finding voume of liquid and understand relationship between ℓ (or ml) and cm3

Angles

- Angles on straight line - Angles at a point - Vertically opposite angles - Finding unknown angles

Angles

- Angles on straight line - Angles at a point - Vertically opposite angles - Finding unknown angles

Angles

- Angles on straight line - Angles at a point - Vertically opposite angles - Finding unknown angles

Triangle

- Properties of isosceles triangles, equilateral triangles, right-angled triangles - Finding unknown angles without additional construction of lines

Triangle

- Properties of isosceles triangles, equilateral triangles, right-angled triangles - Finding unknown angles without additional construction of lines

Triangle

- Properties of isosceles triangles, equilateral triangles, right-angled triangles - Finding unknown angles without additional construction of lines

Parallelogram, Rhombus and Trapezium

- Properties of Parallelogram, Rhombus and Trapezium - Finding unknown angles without additional construction of lines

Parallelogram, Rhombus and Trapezium

- Properties of Parallelogram, Rhombus and Trapezium - Finding unknown angles without additional construction of lines

Parallelogram, Rhombus and Trapezium

- Properties of Parallelogram, Rhombus and Trapezium - Finding unknown angles without additional construction of lines

Average

- Concept of Average – Total value / Number of data - Understanding relationship between average, total value and number of data

Average

- Concept of Average – Total value / Number of data - Understanding relationship between average, total value and number of data

Average

- Concept of Average – Total value / Number of data - Understanding relationship between average, total value and number of data

Lesson Plans

Weekly Materials

Detailed concept papers cover the fundamental topic concepts and guided solutions, allowing students to solidify their understanding of the topic.

Comprehensive Concept Papers

Robust problem sums enable students to solidify understanding of key concepts through consistent practice, and tackle challenging questions with ease.

Problem-Solving Sets

Students learn Mind Stretcher's effective problem-solving strategies and heuristics to solve commonly-tested exam questions fast and accurately.

Mind Stretcher Power Codes

Only for High Achiever – students learn advanced content such as Mind Twisters and Math Olympiad questions to further stretch their abilities.

Cranium Crackers

Weekly Materials

Detailed concept papers cover the fundamental topic concepts and guided solutions, allowing students to solidify their understanding of the topic.

Comprehensive Concept Papers

Robust problem sums enable students to solidify understanding of key concepts through consistent practice, and tackle challenging questions with ease.

Problem-Solving Sets

Students learn Mind Stretcher's effective problem-solving strategies and heuristics to solve commonly-tested exam questions fast and accurately.

Mind Stretcher Power Codes

Only for High Achiever – students learn advanced content such as Mind Twisters and Math Olympiad questions to further stretch their abilities.

Cranium Crackers

Weekly Materials

Detailed concept papers cover the fundamental topic concepts and guided solutions, allowing students to solidify their understanding of the topic.

Comprehensive Concept Papers

Robust problem sums enable students to solidify understanding of key concepts through consistent practice, and tackle challenging questions with ease.