Mathematics (Grade VI)
Grade VI
Tk. 5,000
Tk. 4,500
Before 10 July
Overview
Unlock the world of numbers, patterns, and equations.
The Grade VI Mathematics syllabus is designed to cover essential mathematical concepts across various domains, building a solid foundation for future studies. The chart highlights the key areas of focus:
Identify and classify number types: integers, primes, squares, cubes, rational and irrational numbers- Convert and calculate fluently between fractions, decimals, and percentages
- Apply the four operations accurately with integers, fractions, and decimals
- Use estimation strategies including rounding and significant figures
- Solve percentage problems including profit/loss, compound interest, and reverse percentages
- Develop ratio and proportion skills in practical contexts
- Understand and manipulate algebraic expressions and formulas
- Solve equations and change the subject of formulas, including fractional and simultaneous types
- Explore linear, quadratic, and exponential sequences using nth term notation
- Apply geometrical terms and solve problems involving angles and polygons
- Calculate area and perimeter of 2D shapes using formulas and compound structures
Learning Area Coverage
The Grade VI Mathematics syllabus is designed to cover essential mathematical concepts across various domains, building a solid foundation for future studies. The chart highlights the key areas of focus:
Assessment and Practice
Each major topic includes an end-of-topic test to consolidate understanding. Periodic consolidation weeks connect ideas across units for deeper mastery. A midyear exam assesses core concepts, and the final term builds exam confidence through spiral revision, timed problem-solving, and mock tests.
Course Structure Overview
This detailed plan guides students through fundamental mathematical concepts, ensuring a steady progression of skills and regular reinforcement through tests and consolidation weeks.
9 Core Module
Coverage of all mathematical area
48 Week Program
Structured regular timeline
Continues Assessment
Topic test & comprehensive exam
Module Timeline
Weeks (1–4)
Topic: Number – Types and Powers
Week 1
Types of numbers — natural, integers, primes, squares, cubes, HCF, LCM, reciprocals
Week 2
Converting numbers and words; prime factorisation and HCF/LCM problems
Week 3
Powers and roots — squares, square roots, cubes, cube roots; recall up to 15
Week 4
Consolidation tasks
End of Week 4
Test on Number Types and Powers
Weeks (5–8)
Topic: Fractions, Decimals and Operations
Week 5
Fractions, decimals, percentages — conversion and equivalence
Week 6
Four operations — integers, fractions, decimals; order of operations, brackets
Week 7
Negative numbers and mixed number operations
Week 8
Consolidation tasks; estimation strategies, rounding to decimal places and significant figures
End of Week 8
Test on Operations and Estimation
Weeks (9–11)
Topic: Ratio and Percentage Reasoning
Week 9
Ratio basics — simplest form, dividing quantities, direct use
Week 10
Proportional reasoning and real-life problems (recipes, scale, maps)
Week 11
Percentages — increase/decrease, simple/compound interest, reverse percentage
End of Week 11
Test on Ratio and Percentage
Week (12)
Topic: Consolidation 1
Review of number, ratio, percentage, estimation and conversions
Weeks (13–16)
Topic: Algebra – Expressions and Equations
Week 13
Algebraic notation, substitution, simplifying expressions
Week 14
Expansion of two/three brackets; factorising by common factors
Week 15
Algebraic fractions and rational expressions
Week 16
Constructing and solving linear and fractional equations
End of Week 16
Test on Algebraic Manipulation
Weeks (17–19)
Topic: Formulas and Sequences
Week 17
Changing the subject of a formula (including repeated terms, powers)
Week 18
Constructing and interpreting formulas from word problems
Week 19
Sequences — linear, quadratic, exponential, nth term and subscript notation
End of Week 19
Test on Sequences and Formulas
Week (20–21)
Topic: Consolidation 2
Week 20
Mixed problems
Week 21
Cumulative problem-solving set
Week (22)
Topic: Review tasks and mini tests for Weeks 1–10
Week (23)
Topic: Review tasks and mini tests for Weeks 11–20
Week (24)
Topic: Revision & Practice
End of Week 24
Midterm Exam — covers all contents from Weeks 1 to 23
Weeks (25–27)
Topic: Geometry – Terms and Angle Properties
Week 25
Geometrical terms, shapes, and vocabulary (triangles, quadrilaterals, polygons)
Week 26
Angle properties — at a point, straight line, triangles and quadrilaterals
Week 27
Parallel line angle rules — alternate, corresponding, co-interior
End of Week 27
Test on Geometry and Angles
Weeks (28–30)
Topic: Polygons and Angle Sums
Week 28
Regular and irregular polygons — interior and exterior angles
Week 29
Combined polygon problems, construction-based reasoning
Week 30
Consolidation tasks
End of Week 30
Test on Polygons and Geometry
Weeks (31–33)
Topic: Mensuration
Week 31
Area and perimeter — rectangles, triangles, trapeziums
Week 32
Compound shapes and mixed problem solving
Week 33
Real-life mensuration applications; estimation and accuracy
End of Week 33
Test on Area and Perimeter
Weeks (34–37)
Topic: Integrated Review – Algebra and Geometry
Week 34
Worded problems on area, perimeter and expressions
Week 35
Algebra and geometry synthesis tasks
Week 36
Number and algebra recap through puzzles and logic grids
Week 37
Consolidation project
End of Week 37
Cumulative Test
Weeks (38–45)
Topic: Spiral Revision and Applied Practice
Week 38
Powers, estimation, ratio
Week 39
Percentages, conversions, reverse problems
Week 40
Algebra revision — solving, substitution, sequences
Week 41
Angles and polygon revision
Week 42
Time-based revision challenges
Week 43
Error analysis and common misconceptions
Week 44
Structured revision worksheets across strands
Weeks (45–47)
Topic: Mock Exam Practice
Week 45
Mock Exam Phase-1
Week 46
Mock Exam Phase-2
Week 47
Corrections and targeted review