Mathematics (O Levels)
O Levels
Tk. 5,000
Tk. 4,500 / month
Overview
A full-scale O-Level preparation course that transforms confidence into competence.
The Grade IX/X Mathematics Syllabus D is a comprehensive O-Level preparation course. The chart below illustrates the emphasis on each key learning domain, designed to build mastery across all necessary topics:
Work fluently with number systems, ratio, percentages, surds, and standard form- Master algebraic manipulation, equations, functions, graphs, and sequences
- Apply geometric reasoning, constructions, coordinate geometry, and mensuration techniques
- Solve real-world problems using trigonometry and vectors
- Analyze data through charts, averages, and probability tools
- Build speed and accuracy through structured revision and timed practice papers
Learning Area Coverage
The Grade IX/X Mathematics Syllabus D is a comprehensive O-Level preparation course. The chart below illustrates the emphasis on each key learning domain, designed to build mastery across all necessary topics:
Assessment and Practice
The course is structured around targeted weekly instruction, topic-wise tests, and a midterm exam. The second half of the year focuses on deep revision with past paper integration, followed by final full-syllabus mock exams to simulate exam conditions and ensure readiness.
Core Learning Areas
This detailed academic plan guides students through the complete O-Level Mathematics Syllabus D, with a strong focus on conceptual clarity, practical problem-solving, and extensive exam practice.
Number Systems & Algebra
- Number Types, Set Notation, Powers & Roots
- Fractions, Decimals, Percentages, Standard Form, Surds
- Ratio, Proportion, Rates, Money, Time
- Algebraic Manipulation & Fractions
- Equations (Linear, Quadratic, Fractional), Formulas
- Inequalities & Sequences
Geometry & Spatial Reasoning
- Coordinate Geometry (lines, gradient, distance, midpoint, equations)
- Basic Geometry (terms, properties, constructions, scale, bearings)
- Similar Shapes & Solids, Symmetry
- Angle Properties (polygons, parallel lines), Circle Theorems
- Mensuration (perimeter, area, circles, 3D shapes, compound)
- Pythagoras’ Theorem & Trigonometric Ratios (Sine/Cosine rules, 3D)
Graphs, Transformations & Data Analysis
- Graphs (practical, functions, exponential, sketching curves, inverse/composite)
- Transformations (Reflection, Rotation, Enlargement, Translation)
- Vectors (notation, magnitude, geometry, problem-solving)
- Probability (scale, events, tree/Venn diagrams)
- Statistics (classifying data, inferences, averages, charts, scatter, cumulative, histograms)
Module Timeline
Weeks (1–3)
Topic: Number
Week 1
Types of numbers, Set notation and Venn diagrams, Powers and roots
Week 2
Fractions, decimals and percentages; Ordering numbers; Four operations; Indices and standard form
Week 3
Estimation, Limits of accuracy, Ratio and proportion, Rates, Percentages, Calculator use, Time, Money, Exponential growth and decay, Surds
End of Week 3
Test on Number
Weeks (4–8)
Topic: Algebra and Graphs
Week 4
Introduction to algebra, Algebraic manipulation, Algebraic fractions
Week 5
Indices (advanced), Solving equations (linear, quadratic, fractional), Changing the subject of formulae
Week 6
Inequalities (including graphical), Sequences and nth terms
Week 7
Direct and inverse proportion, Graphs in practical situations,z Graphs of functions, Exponential graphs
Week 8
Sketching curves, Functions, Inverse and composite functions
End of Week 8
Test on Algebra and Graphs
Weeks (9–10)
Topic: Coordinate Geometry
Week 9
Cartesian coordinates, Linear graphs, Gradient, Length and midpoint
Week 10
Equations of lines, Parallel and perpendicular lines
End of Week 10
Test on Coordinate Geometry
Weeks (11–15)
Topic: Geometry
Week 11
Basic geometrical terms and properties, Vocabulary of shapes and solids
Week 12
Geometrical constructions, Scale drawings, Bearings
Week 13
Similar shapes and solids, Scale factors, Surface area and volume comparisons
Week 14
Line and rotational symmetry, Symmetry in solids, Angle properties in polygons and parallel lines
Week 15
Circle theorems (angles and symmetry)
End of Week 15
Test on Geometry
Weeks (16–17)
Topic: Mensuration
Week 16
Units of measurement, Perimeter and area, Circles, arcs and sectors
Week 17
Surface area and volume of 3D shapes, Compound shapes and frustums
End of Week 17
Test on Mensuration
Weeks (18–19)
Topic: Trigonometry
Week 18
Pythagoras’ theorem, Trigonometric ratios, Angles of elevation/depression
Week 19
Sine and cosine rules, Area of triangle using sine, 3D Trigonometry
End of Week 19
Test on Trigonometry
Weeks (20–21)
Topic: Transformations and Vectors
Week 20
Reflection, Rotation, Enlargement, Translation
Week 21
Vector notation, Magnitude, Vector geometry and problem solving
End of Week 21
Test on Transformations and Vectors
Weeks (22–23)
Topic: Probability
Week 22
Probability scale, Notation, Single event and combined events
Week 23
Relative and expected frequencies, Tree diagrams, Venn diagrams, Sample spaces
End of Week 23
Test on Probability
Week (24)
Topic:
Revision & Practice
End of Week 24
Midterm Exam — covers all contents from Weeks 1 to 23
Weeks (25–27)
Topic: Statistics
Week 25
Classifying and interpreting data, Drawing inferences
Week 26
Mean, median, mode, range; grouped data and modal class
Week 27
Bar charts, pie charts, pictograms, frequency distributions, scatter diagrams, line of best fit, cumulative frequency, box plots, histograms
End of Week 27
Test on Statistics