Mathematics (Grade VIII)
Grade VIII
Tk. 5,000
Tk. 4,500
Before 10 July
Overview
Master the building blocks of mathematical thinking with clarity, depth, and confidence.
The Grade VIII Mathematics Syllabus D focuses on developing core mathematical skills across diverse areas, forming a strong foundation for advanced studies. The chart below illustrates the relative emphasis on each key learning domain:
Confidently manipulate numbers, indices, and surds- Solve algebraic equations, inequalities, and apply graphs in practical contexts
- Understand functions, coordinates, and transformations in geometry
- Master mensuration, trigonometry, vectors, and statistical interpretation
- Develop strong reasoning and visual thinking through diagrams, charts, and geometric models
Learning Area Coverage
The Grade VIII Mathematics Syllabus D focuses on developing core mathematical skills across diverse areas, forming a strong foundation for advanced studies. The chart below illustrates the relative emphasis on each key learning domain:
Assessment and Practice
The course is divided into weekly modules, with topic-end tests and ten comprehensive review exams spaced throughout the year. Midterm and final mock exams simulate real assessment conditions to build confidence, accuracy, and speed. Emphasis is placed on mixed-topic integration and calculator strategies.
Course Structure Overview
This detailed academic plan guides students through the complete Syllabus D curriculum, emphasizing a structured progression with integrated tests and comprehensive review exams for optimal learning outcomes.
9 Core Module
Coverage of all mathematical area
48 Week Program
Structured regular timeline
Continues Assessment
Topic test & comprehensive exam
Module Timeline
Week (1)
Topic: Types of numbers, Estimation, Limits of accuracy, Powers and roots
Week (2)
Topic: Fractions, decimals and percentages; Ordering numbers; Four operations; Indices and standard form; Set notation and Venn diagrams
Week (3)
Topic: Ratio and proportion, Rates, Percentages, Calculator use, Time, Money, Exponential growth and decay, Surds
Week (4)
Topic: Test on Number + Mixed Practice & Comprehensive Exam 1 - Weeks 1 to 3
Week (5)
Topic: Introduction to algebra, Algebraic manipulation, Algebraic fractions
Week (6)
Topic: Indices (advanced), Solving equations (linear, quadratic, fractional), Changing the subject of formulae
Week (7)
Topic: Inequalities (including graphical), Sequences and nth terms
Week (8)
Topic: Test on Algebra and Graphs + Mixed Practice & Comprehensive Exam 2 - Weeks 1 to 7
Week (9)
Topic: Direct and inverse proportion, Graphs in practical situations, Graphs of functions, Exponential graphs
Week (10)
Topic: Sketching curves, Functions, Inverse and composite functions
Week (11)
Topic: Cartesian coordinates, Linear graphs, Gradient, Length and midpoint
Week (12)
Topic: Test on Coordinate Geometry + Mixed Practice & Comprehensive Exam 3 - Weeks 5 to 11
Week (13)
Topic: Equations of lines, Parallel and perpendicular lines
Week (14)
Topic: Basic geometrical terms and properties, Vocabulary of shapes and solids
Week (15)
Topic: Geometrical constructions, Scale drawings, Bearings
Week (16)
Topic: Mixed Practice & Comprehensive Exam 4 - Weeks 9 to 15
Week (17)
Topic: Units of measurement, Perimeter and area, Circles, arcs and sectors
Week (18)
Topic: Surface area and volume of 3D shapes, Compound shapes and frustums
Week (19)
Topic: Test on Mensuration
Week (20)
Topic: Mixed Practice & Comprehensive Exam 5 - Weeks 13 to 19
Week (21)
Topic: Pythagoras’ theorem, Trigonometric ratios, Angles of elevation/depression
Week (22)
Topic: Sine and cosine rules, Area of triangle using sine, 3D Trigonometry
Week (23)
Topic: Test on Trigonometry
Week (24)
Topic: Revision & Practice
End of Week 24
Midterm Exam — covers all contents from Weeks 1 to 23