GRADE 1 MATHEMATICS
 
   
FIRST TERM (Number Foundations)
 
   
 
Counting & Numbers
1.0
1. 
Counting objects 1-50 (progressing to 100)
1.1
2. 
Reading and writing numbers 1-100
1.2
3. 
Number recognition and matching
1.3
4. 
Ordering numbers (ascending and descending)
1.4
5. 
Before, after, and between numbers
1.5
6. 
Place Value (Introduction)
2.0
7. 
Tens and Ones (numbers up to 99)
2.1
8. 
Grouping objects into tens
2.2
9. 
Expanded form (e.g., 34 = 30 + 4)
2.3
10. 
Comparing Numbers
3.0
11. 
Greater than (>)
3.1
12. 
Less than (<)
3.2
13. 
Equal to (=)
3.3
14. 
Number Patterns
4.0
15. 
Skip counting by 2s, 5s, and 10s
4.1
16. 
Simple repeating patterns (shapes and numbers)
4.2
   
SECOND TERM (Basic Operations & Fractions)
 
   
 
Addition
5.0
17. 
Addition within 20
5.1
18. 
Adding using objects and number lines
5.2
19. 
Addition word problems
5.3
20. 
Missing number problems (e.g., □ + 4 = 9)
5.4
21. 
Subtraction
6.0
22. 
Subtraction within 20
6.1
23. 
Subtracting using objects and number lines
6.2
24. 
Subtraction word problems
6.3
25. 
Relationship between addition and subtraction
6.4
26. 
Introduction to Multiplication (Informal)
7.0
27. 
Repeated addition (e.g., 2 + 2 + 2)
7.1
28. 
Equal groups using objects
7.2
29. 
Introduction to Fractions
8.0
30. 
Half (½)
8.1
31. 
Quarter (¼)
8.2
32. 
Sharing objects equally
8.3
   
THIRD TERM (Measurement, Time, Money & Shapes)
 
   
 
Measurement
9.0
33. 
Length; Long and short
9.1
34. 
Measuring using non-standard units
9.2
35. 
Introduction to centimeters (cm)
9.3
36. 
Mass; Heavy and light
9.4
37. 
Capacity; Full, empty, half-full
9.5
38. 
Time
10.0
39. 
Days of the week
10.1
40. 
Months of the year
10.2
41. 
Reading time to the hour
10.3
42. 
a.m. and p.m. (basic understanding)
10.4
43. 
Money
11.0
44. 
Identifying Nigerian coins and notes
11.1
45. 
Simple addition of money
11.2
46. 
Making simple purchases
11.3
47. 
2D Shapes
12.0
48. 
Circle, Square, Rectangle, Triangle
12.1
49. 
Identifying shapes in the environment
12.2
50. 
Data Handling (Introduction)
13.0
51. 
Sorting objects
13.1
52. 
Tally marks (basic)
13.2
53. 
Simple pictographs
13.3
GRADE 2 MATHEMATICS
 
   
FIRST TERM (Number & Place Value Mastery)
 
   
 
Whole Numbers
1.0
1. 
Counting and writing numbers up to 200 (progressing to 500)
1.1
2. 
Place value (Hundreds, Tens, Ones – introduction to 3-digit numbers)
1.2
3. 
Expanded and standard form
1.3
4. 
Comparing and ordering numbers
1.4
5. 
Number lines (locating numbers)
1.5
6. 
Number Patterns
2.0
7. 
Skip counting by 2s, 3s, 5s, and 10s
2.1
8. 
Even and odd numbers (introduction)
2.2
9. 
Simple increasing and decreasing patterns
2.3
10. 
Addition
3.0
11. 
2-digit addition (with and without regrouping)
3.1
12. 
3-digit addition (no regrouping initially)
3.2
13. 
Word problems involving addition
3.3
14. 
Subtraction
4.0
15. 
2-digit subtraction (with and without regrouping)
4.1
16. 
3-digit subtraction (no regrouping initially)
4.2
17. 
Word problems involving subtraction
4.3
18. 
Checking subtraction using addition
4.4
   
SECOND TERM (Multiplication, Division & Fractions)
 
   
 
Introduction to Multiplication
5.0
19. 
Multiplication as repeated addition
5.1
20. 
Equal groups and arrays
5.2
21. 
Multiplication tables (2, 3, 4, 5, 10)
5.3
22. 
Simple word problems
5.4
23. 
Introduction to Division
6.0
24. 
Division as sharing equally
6.1
25. 
Division as repeated subtraction
6.2
26. 
Relationship between multiplication and division
6.3
27. 
Simple division facts
6.4
28. 
Fractions
7.0
29. 
Meaning of fractions
7.1
30. 
Numerator and denominator
7.2
31. 
One-half (½), one-third (⅓), one-quarter (¼)
7.3
32. 
Fractions of a set
7.4
33. 
Comparing simple fractions (same denominators)
8.0
   
THIRD TERM (Measurement, Geometry & Data)
 
   
 
Measurement
9.0
34. 
Length; Measuring in centimeters (cm) and meters (m)
9.1
35. 
Estimating and comparing lengths
9.2
36. 
Mass; Kilograms (kg) and grams (g)
9.3
37. 
Capacity; Litres (L)
9.4
38. 
Time
10.0
39. 
Reading time to the half-hour and quarter-hour
10.1
40. 
Days, weeks, months
10.2
41. 
Simple duration problems
10.3
42. 
Money
11.0
43. 
Identifying Nigerian notes and coins
11.1
44. 
Adding and subtracting money
11.2
45. 
Word problems involving money
11.3
46. 
2D and 3D Shapes
12.0
47. 
Properties of common 2D shapes
12.1
48. 
Introduction to 3D shapes (cube, cuboid, sphere, cone, cylinder)
12.2
49. 
Lines of symmetry (basic)
12.3
50. 
Data Handling
13.0
51. 
Collecting data
13.1
52. 
Tally charts
13.2
53. 
Pictographs
13.3
54. 
Introduction to bar graphs
13.4
GRADE 3 MATHEMATICS
 
   
FIRST TERM (Number & Operations Foundation)
 
   
 
Whole Numbers (Up to 1000)
1.0
1. 
Reading and writing 3-digit numbers
1.1
2. 
Place value (Hundreds, Tens, Ones)
1.2
3. 
Expanded and standard form
1.3
4. 
Comparing and ordering numbers
1.4
5. 
Number lines (locating and estimating numbers)
1.5
6. 
Number Patterns
2.0
7. 
Skip counting by 2s, 3s, 4s, 5s, 10s, 100s
2.1
8. 
Even and odd numbers
2.2
9. 
Increasing and decreasing number sequences
2.3
10. 
Addition
3.0
11. 
3-digit addition (with and without regrouping)
3.1
12. 
Word problems involving addition
3.2
13. 
Estimation and checking answers
3.3
14. 
Subtraction
4.0
15. 
3-digit subtraction (with regrouping)
4.1
16. 
Word problems involving subtraction
4.2
17. 
Checking subtraction using addition
4.3
   
SECOND TERM (Multiplication, Division & Fractions)
 
   
 
Multiplication
5.0
18. 
Multiplication tables (2–12)
5.1
19. 
Multiplication as repeated addition
5.2
20. 
Arrays and equal groups
5.3
21. 
2-digit × 1-digit multiplication
5.4
22. 
Word problems involving multiplication
5.5
23. 
Division
6.0
24. 
Division facts related to multiplication tables
6.1
25. 
2-digit ÷ 1-digit (with and without remainder)
6.2
26. 
Word problems involving sharing and grouping
6.3
27. 
Fractions
7.0
28. 
Meaning of fractions
7.1
29. 
Numerator and denominator
7.2
30. 
Proper fractions
7.3
31. 
Equivalent fractions (simple cases)
7.4
32. 
Comparing fractions (same denominators)
7.5
33. 
Fractions of a whole and fractions of a set
7.6
   
THIRD TERM (Measurement, Geometry & Data)
 
   
 
Measurement
8.0
34. 
Length; Measuring in meters (m) and centimeters (cm)
8.1
35. 
Converting m to cm (simple cases)
8.2
36. 
Mass; Kilograms (kg) and grams (g)
8.3
37. 
Capacity; Litres (L) and millilitres (mL)
8.4
38. 
Time
9.0
39. 
Reading time to the minute
9.1
40. 
a.m. and p.m.
9.2
41. 
Calculating simple time intervals
9.3
42. 
Money
10.0
43. 
Adding and subtracting money
10.1
44. 
Word problems involving change
10.2
45. 
Geometry
11.0
46. 
2D Shapes; Properties of triangles, quadrilaterals, circles
11.1
47. 
Lines of symmetry
11.2
48. 
3D Shapes; Cube, cuboid, cylinder, cone, sphere
11.3
49. 
Faces, edges, and vertices (introduction)
11.4
50. 
Perimeter and Area (Introduction)
12.0
51. 
Meaning of perimeter
12.1
52. 
Perimeter of rectangles
12.2
53. 
Area by counting squares
12.3
54. 
Data Handling & Probability
13.0
55. 
Collecting and organizing data
13.1
56. 
Tally charts
13.2
57. 
Pictographs
13.3
58. 
Bar graphs
13.4
59. 
Introduction to probability (likely, unlikely, certain, impossible)
13.5
GRADE 4 MATHEMATICS
 
   
FIRST TERM (Whole Numbers & Core Operations)
 
   
 
Whole Numbers (Up to 10,000 and beyond)
1.0
1. 
Reading and writing 4–5 digit numbers
1.1
2. 
Place value (Thousands, Hundreds, Tens, Ones)
1.2
3. 
Expanded and standard form
1.3
4. 
Comparing and ordering large numbers
1.4
5. 
Rounding to nearest 10, 100, 1000
1.5
6. 
Roman numerals (basic; I–C)
1.6
7. 
Addition
2.0
8. 
Addition of 4-digit numbers (with regrouping)
2.1
9. 
Word problems involving addition
2.2
10. 
Estimation and checking answers
2.3
11. 
Subtraction
3.0
12. 
Subtraction of 4-digit numbers (with regrouping)
3.1
13. 
Word problems involving subtraction
3.2
14. 
Estimation strategies
3.3
15. 
Multiplication
4.0
16. 
Multiplication tables (revision up to 12)
4.1
17. 
2-digit × 1-digit multiplication
4.2
18. 
2-digit × 2-digit (standard method)
4.3
19. 
Word problems involving multiplication
4.4
20. 
Division
5.0
21. 
3-digit ÷ 1-digit division
5.1
22. 
4-digit ÷ 1-digit division
5.2
23. 
Division with remainder
5.3
24. 
Word problems involving division
5.4
   
SECOND TERM (Fractions, Decimals & Measurement)
 
   
 
Fractions
6.0
25. 
Proper and improper fractions
6.1
26. 
Mixed numbers
6.2
27. 
Equivalent fractions
6.3
28. 
Simplifying fractions
6.4
29. 
Comparing and ordering fractions
6.5
30. 
Addition and subtraction of fractions (same denominators)
6.6
31. 
Decimals (Introduction)
7.0
32. 
Tenths and hundredths
7.1
33. 
Place value of decimals
7.2
34. 
Writing fractions as decimals (tenths)
7.3
35. 
Comparing simple decimals
7.4
36. 
Measurement
8.0
37. 
Length; Converting km, m, cm
8.1
38. 
Word problems involving length
8.2
39. 
Mass; Converting kg and g
8.3
40. 
Capacity; Converting L and mL
8.4
41. 
Time
9.0
42. 
12-hour and 24-hour clock
9.1
43. 
Calculating duration
9.2
44. 
Timetables
9.3
45. 
Money
10.0
46. 
Decimal notation for money
10.1
47. 
Multi-step money word problems
10.2
   
THIRD TERM (Geometry, Area & Data Handling)
 
   
 
Geometry
11.0
48. 
Types of angles (acute, right, obtuse)
11.1
49. 
Measuring angles using a protractor (introduction)
11.2
50. 
Properties of quadrilaterals
11.3
51. 
Symmetry (line symmetry)
11.4
52. 
3D Shapes; Faces, edges, vertices
11.5
53. 
Nets of simple solids
11.6
54. 
Perimeter and Area
12.0
55. 
Perimeter of rectangles and irregular shapes
12.1
56. 
Area of rectangles (Length × Width)
12.2
57. 
Area using square units
12.3
58. 
Factors and Multiples
13.0
59. 
Factors of numbers
13.1
60. 
Multiples of numbers
13.2
61. 
Prime and composite numbers
13.3
62. 
Data Handling
14.0
63. 
Tally charts
14.1
64. 
Bar graphs (drawing and interpreting)
14.2
65. 
Line graphs (introduction)
14.3
66. 
Mean (average) – simple cases
14.4
67. 
Probability (Introduction)
15.0
68. 
Likelihood on a scale
15.1
69. 
Simple experiments
15.2
GRADE 5 MATHEMATICS
 
   
FIRST TERM (Number & Operations Mastery)
 
   
 
Whole Numbers
1.0
1. 
Reading and writing 5–6 digit numbers
1.1
2. 
Place value (Hundred Thousands, Ten Thousands, Thousands, Hundreds, Tens, Ones)
1.2
3. 
Comparing and ordering large numbers
1.3
4. 
Rounding to nearest 10, 100, 1000, 10,000
1.4
5. 
Estimation of sums and differences
1.5
6. 
Addition & Subtraction
2.0
7. 
5–6 digit addition and subtraction (with regrouping)
2.1
8. 
Word problems and multi-step problems
2.2
9. 
Checking using inverse operations
2.3
10. 
Multiplication
3.0
11. 
2-digit × 2-digit multiplication
3.1
12. 
3-digit × 2-digit multiplication
3.2
13. 
Multiplication by multiples of 10 and 100
3.3
14. 
Word problems and estimation
3.4
15. 
Division
4.0
16. 
3-digit ÷ 1-digit division
4.1
17. 
4-digit ÷ 1-digit division
4.2
18. 
Division with remainder
4.3
19. 
Long division (introduction)
4.4
20. 
Word problems involving division
4.5
   
SECOND TERM (Fractions, Decimals & Measurement)
 
   
 
Fractions
5.0
21. 
Proper, improper, and mixed numbers
5.1
22. 
Equivalent fractions and simplifying
5.2
23. 
Comparing and ordering fractions
5.3
24. 
Addition and subtraction of fractions (same denominators)
5.4
25. 
Fractions of quantities
5.5
26. 
Decimals
6.0
27. 
Tenths, hundredths, and thousandths
6.1
28. 
Comparing and ordering decimals
6.2
29. 
Addition and subtraction of decimals
6.3
30. 
Converting fractions to decimals (tenths, hundredths)
6.4
31. 
Measurement
7.0
32. 
Length; Converting km, m, cm, mm
7.1
33. 
Word problems involving length
7.2
34. 
Mass; Converting kg, g
7.3
35. 
Word problems involving mass
7.4
36. 
Capacity; Converting L, mL
7.5
37. 
Word problems involving capacity
7.6
38. 
Time
8.0
39. 
Reading and writing 12-hour and 24-hour clocks
8.1
40. 
Calculating duration
8.2
41. 
Elapsed time problems
8.3
42. 
Money
9.0
43. 
Operations with decimal currency
9.1
44. 
Multi-step word problems
9.2
45. 
Budgeting and change
9.3
   
THIRD TERM (Geometry, Area, Data & Probability)
 
   
 
Geometry
10.0
46. 
Types of angles (acute, right, obtuse, reflex)
10.1
47. 
Measuring angles with a protractor
10.2
48. 
Introduction to complementary and supplementary angles
10.3
49. 
Properties of quadrilaterals, pentagons, hexagons
10.4
50. 
Symmetry and line of symmetry
10.5
51. 
3D Shapes; Properties (faces, edges, vertices)
10.6
52. 
Nets and models of solids
10.7
53. 
Perimeter & Area
11.0
54. 
Perimeter of rectangles, squares, and irregular shapes
11.1
55. 
Area of rectangles and squares
11.2
56. 
Area using square units
11.3
57. 
Factors, Multiples & Primes
12.0
58. 
Factors and multiples of numbers
12.1
59. 
Prime and composite numbers
12.2
60. 
Prime factorization (simple numbers)
12.3
61. 
Data Handling
13.0
62. 
Collecting, recording, and organizing data
13.1
63. 
Tally charts, pictographs, bar graphs
13.2
64. 
Line graphs (introduction)
13.3
65. 
Mean, median, and mode (basic)
13.4
66. 
Probability
14.0
67. 
Simple probability scale (0–1)
14.1
68. 
Likely, unlikely, certain, impossible
14.2
69. 
Experiments with coins, dice, and cards
14.3
GRADE 6 MATHEMATICS
 
   
FIRST TERM (Number & Operations Mastery)
 
   
 
Whole Numbers
1.0
1. 
Reading and writing large numbers (up to 7–8 digits)
1.1
2. 
Place value and face value
1.2
3. 
Comparing, ordering, and rounding numbers
1.3
4. 
Estimation strategies
1.4
5. 
Addition & Subtraction
2.0
6. 
Multi-digit addition and subtraction
2.1
7. 
Multi-step word problems
2.2
8. 
Checking answers using inverse operations
2.3
9. 
Multiplication
3.0
10. 
Multiplication of multi-digit numbers (up to 4-digit × 2-digit)
3.1
11. 
Multiplication by multiples of 10, 100, 1000
3.2
12. 
Word problems and estimation
3.3
13. 
Division
4.0
14. 
Division of multi-digit numbers (3-digit ÷ 1-digit, 4-digit ÷ 2-digit)
4.1
15. 
Long division with and without remainder
4.2
16. 
Word problems involving division
4.3
17. 
Factors, Multiples & Primes
5.0
18. 
Factors and multiples
5.1
19. 
Prime and composite numbers
5.2
20. 
Prime factorization (simple numbers)
5.3
21. 
  
SECOND TERM (Fractions, Decimals, Ratio & Measurement)
 
   
 
Fractions
6.0
22. 
Proper, improper, and mixed numbers
6.1
23. 
Equivalent fractions and simplifying
6.2
24. 
Comparing and ordering fractions
6.3
25. 
Addition and subtraction of fractions (same and different denominators)
6.4
26. 
Fractions of a quantity
6.5
27. 
Decimals
7.0
28. 
Tenths, hundredths, thousandths
7.1
29. 
Comparing, ordering, addition, and subtraction of decimals
7.2
30. 
Converting fractions to decimals
7.3
31. 
Ratio and Proportion (Introduction)
8.0
32. 
Understanding ratios
8.1
33. 
Simple proportion problems
8.2
34. 
Relationship between ratios and fractions
8.3
35. 
Measurement
9.0
36. 
Length; Converting between units (km, m, cm, mm)
9.1
37. 
Mass; Converting between units (kg, g)
9.2
38. 
Capacity; Converting between units (L, mL)
9.3
39. 
Word problems involving measurement
9.4
40. 
Perimeter and area of rectangles and squares (revision)
9.5
41. 
Time
10.0
42. 
12-hour and 24-hour clock
10.1
43. 
Elapsed time problems
10.2
44. 
Word problems involving schedules
10.3
45. 
Money
11.0
46. 
Operations with currency (adding, subtracting, multiplying)
11.1
47. 
Multi-step word problems
11.2
   
THIRD TERM (Geometry, Algebra, Data & Probability)
 
   
 
Geometry
12.0
48. 
Types of angles; acute, right, obtuse, straight, reflex
12.1
49. 
Measuring angles with protractor
12.2
50. 
Complementary and supplementary angles
12.3
51. 
Properties of polygons; triangles, quadrilaterals, pentagons, hexagons
12.4
52. 
Symmetry and lines of symmetry
12.5
53. 
Faces, edges, vertices of 3D solids
12.6
54. 
Nets of 3D solids
12.7
55. 
Perimeter & Area
13.0
56. 
Perimeter of irregular shapes
13.1
57. 
Area of rectangles, squares, triangles
13.2
58. 
Using square units and formulae
13.3
59. 
Introductory Algebra
14.0
60. 
Simple expressions
14.1
61. 
Evaluating expressions with given values
14.2
62. 
Solving simple one-step equations
14.3
63. 
Data Handling
15.0
64. 
Collecting and organizing data
15.1
65. 
Tally charts, pictographs, bar graphs, line graphs
15.2
66. 
Mean, median, mode, range
15.3
67. 
Probability
16.0
68. 
Introduction to probability scale (0–1)
16.1
69. 
Likely, unlikely, certain, impossible events
16.2
70. 
Simple experiments with dice, coins, cards
16.3
OUR CURRICULUM - GRADE 7
 
   
 
Number
1.0
1. 
Numeration; Reading and writing numbers up to one million in words and figures
1.1
2. 
Place Value; Understanding place value in whole numbers and decimals
1.2
3. 
Number Sense; Operations with positive and negative integers
1.3
4. 
Whole Number Concepts; Factors, multiples, primes, squares, cubes
1.4
5. 
LCM and HCF; Finding lowest common multiple and highest common factor
1.5
6. 
Fractions and Decimals; Equivalent fractions, simplification, converting between forms
1.6
7. 
Operations with Fractions and Decimals; Performing arithmetic operations
1.7
8. 
Percentages; Understanding and calculating percentage values
1.8
9. 
Percentage Increase/Decrease; Calculating percentage changes
1.9
10. 
Rational Numbers; Ordering and comparing fractions, decimals, and percentages
1.10
11. 
Conversions; Switching between fractions, decimals, and percentages
1.11
12. 
Fractional Calculations; Computing with fractions and mixed numbers
1.12
13. 
Estimation and Rounding; Rounding to nearest whole numbers, tens, hundreds
1.13
14. 
Money; Understanding and performing operations involving money
1.14
15. 
Time and Temperature; Reading time; understanding temperature measurements
1.15
16. 
Volume and Capacity; Measuring and comparing volumes and capacities
1.16
 
Algebra
2.0
17. 
Algebraic Notation; Understanding algebraic symbols and conventions
2.1
18. 
Simplifying Algebra; Collecting like terms to simplify expressions
2.2
19. 
Expression Work; Expanding and factorizing expressions
2.3
20. 
Formula Substitution; Replacing variables with values in expressions and formulae
2.4
21. 
Equation Solving; Solving simple linear equations with one or two steps
2.5
22. 
Word Problems; Applying equations to solve real-world problems
2.6
23. 
Sequences; Generating number patterns; finding the nth term
2.7
24. 
Coordinate Geometry; Plotting and interpreting coordinates in all four quadrants
2.8
25. 
Inequalities; Introduction to solving simple one-step inequalities
2.9
 
Ratio, Proportion, and Rates of Change
3.0
26. 
Ratios; Understanding and calculating ratios
3.1
27. 
Proportional Reasoning; Solving direct proportion problems
3.2
28. 
Scaling Techniques; Adjusting recipes and other multiplicative comparisons
3.3
29. 
Rate Problems; Calculating simple speed, distance, and time relationships
3.4
 
Geometry & Measures
4.0
30. 
Shape Properties; Recognising and describing 2D shapes and 3D solids
4.1
31. 
Angle Measurement; Accurately measuring and constructing angles
4.2
32. 
Angle Rules; Angles on a line, at a point, vertically opposite angles
4.3
33. 
Polygons; Properties of triangles and quadrilaterals
4.4
34. 
Transformations; Symmetry, reflections, rotations, translations
4.5
35. 
Area and Perimeter; Calculating areas and perimeters of squares, rectangles, triangles
4.6
36. 
3D Measures; Surface area and volume of cubes and cuboids
4.7
37. 
Metric Conversions; Length, mass, and capacity units
4.8
38. 
Scale and Maps; Interpreting scale drawings or maps
4.9
 
Probability
5.0
39. 
Probability Concepts; Understanding probability as a value between 0 and 1
5.1
40. 
Chance Experiments; Conducting basic probability trials (coin toss, dice throw)
5.2
41. 
Outcome Listing; Identifying all possible results of an event
5.3
42. 
Probability Scale; Representing likelihood on a 0 to 1 scale
5.4
43. 
Comparing Probabilities; Distinguishing theoretical and experimental probability
5.5
 
Statistics
6.0
44. 
Data Collection & Presentation; Gathering and displaying data using tables, charts
6.1
45. 
Data Interpretation; Reading, comparing, and drawing conclusions
6.2
46. 
Measures of Central Tendency; Calculating mean, median, and mode
6.3
47. 
Measure of Spread; Understanding and finding the range
6.4
 
Optional Add-ons
7.0
48. 
Set Theory; Introduction to sets and Venn diagrams
7.1
49. 
Logical Reasoning; Solving logic puzzles and applying problem-solving strategies
7.2
50. 
Number Extensions; Introduction to standard form or recurring decimals
7.3
 
Assessment Style
8.0
51. 
Problem-solving, reasoning, and fluency tasks
8.1
52. 
Mid-term topic tests
8.2
53. 
End-of-year exams (non-calculator and calculator papers)
8.3
54. 
Homework tasks and math projects
8.4
OUR CURRICULUM - GRADE 8
 
   
 
Number
1.0
1. 
Numeration; Reading and writing numbers up to one billion
1.1
2. 
Place Value; Understanding place value in large numbers
1.2
3. 
Fractions, LCM, and HCF; Working with fractions; finding least common multiples and highest common factors
1.3
4. 
Decimal Arithmetic; Operations with decimals in multi-step word problems
1.4
5. 
Indices & Roots; Squares, cubes, square roots, and cube roots
1.5
6. 
Percentages; Calculating percentage increase/decrease, percentage change, reverse percentages
1.6
7. 
Ratio Applications; Solving ratio problems; scaling
1.7
8. 
Estimation & Bounds; Rounding numbers to significant figures; approximations
1.8
9. 
Money and Economics; Handling money-related problems, understanding taxes, shares
1.9
10. 
Speed and Time; Understanding and calculating speed; solving time-related problems
1.10
11. 
Measurement; Length, weight, time, and temperature
1.11
12. 
Volume and Capacity; Measuring and calculating volumes and capacities
1.12
 
Algebra
2.0
13. 
Algebraic Expressions; Using and simplifying expressions with powers and brackets
2.1
14. 
Expanding & Factorising; Linear expressions and simple quadratics
2.2
15. 
Substitution & Formulae; Substituting into expressions; rearranging simple formulae
2.3
16. 
Linear Equations; Solving equations including brackets and variables on both sides
2.4
17. 
Simultaneous Equations; Introduction to simple systems algebraically and graphically
2.5
18. 
Sequences; Linear sequences, term-to-term and position-to-term rules
2.6
19. 
Graphs; Drawing and interpreting linear graphs from equations and tables
2.7
20. 
Inequalities; Solving and representing one-step and two-step inequalities
2.8
21. 
Ratio, Proportion, and Rates of Change
3.0
22. 
Ratio Review; Solving increasingly complex ratio problems
3.1
23. 
Direct & Inverse Proportion; Recognising and solving both types
3.2
24. 
Best Value Problems; Using ratio and proportion to compare quantities and prices
3.3
25. 
Compound Measures; Understanding compound units in context
3.4
26. 
Speed, Density, and Pressure; Applying formulae to solve rate problems
3.5
 
Geometry & Measures
4.0
27. 
Angle Properties; Geometric reasoning in polygons
4.1
28. 
Geometric Constructions; Triangles, perpendicular bisectors, angle bisectors
4.2
29. 
Polygons & Tessellations; Interior and exterior angles, symmetry, tessellation
4.3
30. 
Congruence & Similarity; Understanding congruent figures and solving similarity problems
4.4
31. 
Mensuration; Area and perimeter of compound shapes; surface area and volume of prisms and cylinders
4.5
32. 
Transformations; Combining transformations; describing single transformations
4.6
33. 
Pythagoras' Theorem; Introduction and applications
4.7
34. 
Conversion & Scale; Area/volume conversions; using scale drawings
4.8
 
Probability
5.0
35. 
Theoretical Probability; Calculating probabilities using known outcomes
5.1
36. 
Frequency Trees; Representing and interpreting information
5.2
37. 
Venn Diagrams; Representing events and finding probabilities
5.3
38. 
Two-way Tables; Using tables to calculate conditional probabilities
5.4
39. 
Combined Events; Independent and mutually exclusive events
5.5
 
Statistics
6.0
40. 
Collecting Data; Designing questionnaires; classifying data types
6.1
41. 
Data Representation; Histograms, pie charts, and scatter graphs
6.2
42. 
Data Analysis; Comparing distributions using averages and range
6.3
43. 
Grouped Data; Estimating mean; finding modal class from grouped frequency tables
6.4
44. 
Statistical Charts; Line graphs, stem-and-leaf diagrams, cumulative frequency curves
6.5
 
Optional Add-ons
7.0
45. 
Set Theory; More complex notation and Venn diagram intersections
7.1
46. 
Logic & Reasoning; Higher-order logic puzzles and deduction tasks
7.2
47. 
Standard Form; Working fluently with standard form in scientific contexts
7.3
48. 
Recurring Decimals; Converting recurring decimals into fractions and vice versa
7.4
 
Assessment Style
8.0
49. 
Problem-solving, reasoning, and fluency tasks
8.1
50. 
Mid-term topic tests
8.2
51. 
End-of-year exams (non-calculator and calculator papers)
8.3
52. 
Homework tasks and math projects
8.4
OUR CURRICULUM - GRADE 9
 
   
 
Number
1.0
1.
Powers and Roots; Working with higher powers and roots, including fractional indices
1.1
2.
Standard Form; Using and interpreting numbers in standard form in calculations and real-life contexts
1.2
3.
Recurring Decimals; Converting recurring decimals into fractions and vice versa
1.3
4.
Irrational Numbers; Introduction to irrational numbers and surds
1.4
5.
Percentage Problems; Solving multi-step problems including compound interest and percentage change
1.5
6.
Ratio & Proportion; Solving advanced ratio and direct/inverse proportion problems
1.6
7.
Approximation and Bounds; Rounding, upper and lower bounds, significant figures
1.7
   
 
Algebra
2.0
8.
Algebraic Manipulation; Rearranging complex formulae and simplifying algebraic fractions
2.1
9.
Quadratic Expressions; Expanding, factorising, and completing the square
2.2
10.
Quadratic Equations; Solving by factorisation, formula, and completing the square
2.3
11.
Simultaneous Equations; Solving linear–linear and linear–quadratic systems algebraically and graphically
2.4
12.
Inequalities; Solving linear inequalities; graphical representation
2.5
13.
Graphs; Sketching and interpreting quadratic, cubic, and reciprocal graphs
2.6
14.
Sequences; Recognising and generating quadratic and other non-linear sequences
2.7
15.
Functions and Relations; Understanding mappings, domain, and range
2.8
   
 
Ratio, Proportion, and Rates of Change
3.0
16.
Proportional Relationships; Solving problems involving compound proportion
3.1
17.
Compound Measures; Applying speed, density, pressure problems
3.2
18.
Growth and Decay; Exponential growth and decay contexts
3.3
19.
Gradient and Rate; Calculating gradient as rate of change in graphs
3.4
   
 
Geometry & Measures
4.0
20.
Circle Geometry; Parts of a circle, angle theorems
4.1
21.
Constructions & Loci; Using compasses and straightedge for loci and geometric constructions
4.2
22.
Mensuration; Surface area and volume of cones, spheres, pyramids, and other solids
4.3
23.
Congruence & Similarity; Solving problems including proofs
4.4
24.
Pythagoras & Trigonometry; Right-angled triangles; sine, cosine, tangent; introduction to sine and cosine rules
4.5
25.
Bearings; Understanding direction and calculating bearings
4.6
26.
Coordinate Geometry; Graphing linear equations; finding gradients and intercepts
4.7
27.
Scale and Conversion; Area, volume conversions; interpreting scale drawings
4.8
   
 
Probability
5.0
28.
Combined Events; Using sample space diagrams and tree diagrams
5.1
29.
Conditional Probability; Calculating probabilities given prior outcomes
5.2
30.
Venn Diagrams & Sets; Using Venn diagrams to solve probability and set problems
5.3
31.
Probability Laws; Applying addition and multiplication rules
5.4
   
 
Statistics
6.0
32.
Sampling Methods; Random and non-random sampling
6.1
33.
Data Representation; Cumulative frequency, box plots, histograms
6.2
34.
Data Analysis; Comparing sets using median, IQR, mean, standard deviation
6.3
35.
Scatter Graphs & Correlation; Drawing and interpreting; identifying relationships
6.4
   
 
Optional Add-ons
7.0
36.
Set Theory; Union, intersection, complement; advanced Venn diagram problems
7.1
37.
Mathematical Proof; Introduction to constructing proofs
7.2
38.
Financial Maths; Profit, loss, tax, interest, budgeting
7.3
   
OUR CURRICULUM - GRADE 10
 
   
 
Number
1.0
1. 
Powers and Roots; Working with higher powers and fractional indices
1.1
2. 
Standard Form; Large and small numbers
1.2
3. 
Surds; Simplifying and calculating with irrational numbers
1.3
4. 
Fraction Calculations; Mixed numbers, algebraic fractions
1.4
5. 
Percentage Change; Reverse and compound percentages
1.5
6. 
Bounds and Estimation; Upper and lower bounds in calculations
1.6
7. 
Number Bases; Converting between bases; operations in different bases
1.7
 
Algebra
2.0
8. 
Algebraic Expressions; Expanding, factorising, simplifying complex expressions
2.1
9. 
Equations and Inequalities; Linear and quadratic equations and inequalities
2.2
10. 
Simultaneous Equations; Solving systems algebraically and graphically
2.3
11. 
Sequences; Arithmetic and quadratic sequences
2.4
12. 
Graphs of Functions; Plotting and interpreting linear, quadratic, and other curves
2.5
13. 
Algebraic Fractions; Simplification and operations
2.6
14. 
Ratio, Proportion, and Rates of Change
3.0
15. 
Direct and Inverse Proportion; Solving real-world proportionality problems
3.1
16. 
Compound Measures; Speed, density, pressure
3.2
17. 
Growth and Decay; Multipliers for exponential change; compound interest
3.3
 
Geometry & Measures
4.0
18. 
Angle Rules; Parallel lines, polygons, circle theorems
4.1
19. 
Constructions and Loci; Accurate geometric constructions
4.2
20. 
Transformations; Rotations, reflections, translations, enlargements
4.3
21. 
Mensuration; Surface area and volume of complex solids
4.4
22. 
Pythagoras and Trigonometry; 2D and 3D applications
4.5
23. 
Coordinate Geometry; Lines, distance, midpoint
4.6
24. 
Surface Area & Volume; Cylinders, cones, spheres, hemispheres
4.7
25. 
Longitude and Latitude; Understanding Earth's coordinates
4.8
 
Probability
5.0
26. 
Combined Events; Venn diagrams, tree diagrams, sample space diagrams
5.1
27. 
Experimental vs Theoretical; Comparing probabilities from data
5.2
28. 
Independent and Dependent Events; Conditional probability problems
5.3
 
Statistics
6.0
29. 
Data Collection; Planning and conducting statistical investigations
6.1
30. 
Representing Data; Histograms, cumulative frequency, box plots
6.2
31. 
Analysing Data; Comparing distributions using averages and measures of spread
6.3
 
Optional Add-ons
7.0
32. 
Matrices; Introduction and basic operations
7.1
33. 
Logarithms; Applications and calculations
7.2
34. 
Arithmetic of Finance; Simple and compound interest, depreciation
7.3
 
Assessment Style
8.0
35. 
Problem-solving, reasoning, and fluency tasks
8.1
36. 
Mid-term topic tests
8.2
37. 
End-of-year exams (non-calculator and calculator papers)
8.3
38. 
Homework tasks and math projects
8.4
OUR CURRICULUM - GRADE 11
 
   
 
Number
1.0
1. 
Powers and Roots; Integer, fractional, and negative indices
1.1
2. 
Surds; Simplifying and rationalising denominators
1.2
3. 
Standard Form; Scientific notation
1.3
4. 
Percentage Problems; Compound growth and decay problems
1.4
5. 
Bounds and Accuracy; Upper and lower bounds
1.5
 
Algebra
2.0
6. 
Expressions; Expanding triple brackets; simplifying algebraic fractions
2.1
7. 
Factorisation; Quadratics including difference of squares
2.2
8. 
Equations; Quadratic equations by factorisation, completing square, quadratic formula
2.3
9. 
Simultaneous Equations; Linear-linear and linear-quadratic
2.4
10. 
Inequalities; Linear and quadratic; graphical representation
2.5
11. 
Sequences; Arithmetic and quadratic sequences
2.6
12. 
Graphs; Exponential, reciprocal; solving equations graphically
2.7
13. 
Ratio, Proportion, and Rates of Change
3.0
14. 
Direct and Inverse Proportion; Algebraic and graphical solutions
3.1
15. 
Compound Measures; Speed, density, pressure
3.2
16. 
Growth and Decay; Exponential change using multipliers
3.3
 
Geometry & Measures
4.0
17. 
Circle Theorems; Angles in circles
4.1
18. 
Constructions and Loci; Formal constructions and locus problems
4.2
19. 
Transformations; Describing and combining transformations
4.3
20. 
Pythagoras' Theorem; 2D and 3D problems
4.4
21. 
Trigonometry; Sine, cosine, tangent; sine and cosine rules; area rule
4.5
22. 
Mensuration; Surface area and volume of prisms, spheres, pyramids, cones
4.6
23. 
Bearings; Understanding and calculating bearings
4.7
 
Probability
5.0
24. 
Probability Laws; Addition and multiplication rules
5.1
25. 
Venn Diagrams; Set notation and probability
5.2
26. 
Tree Diagrams; Dependent and independent events
5.3
27. 
Conditional Probability; Probabilities given prior outcomes
5.4
 
Statistics
6.0
28. 
Representing Data; Histograms, cumulative frequency, box plots
6.1
29. 
Analysing Distributions; Mean, median, mode, range, variance, standard deviation
6.2
30. 
Correlation; Using scatter graphs to identify relationships
6.3
 
Optional Add-ons
7.0
31. 
Matrices and Determinants; Types of matrices; determinant calculations
7.1
32. 
Logarithms; Advanced applications
7.2
33. 
Arithmetic of Finance; Profit, loss, interest rates, taxation
7.3
 
Assessment Style
8.0
34. 
Problem-solving, reasoning, and fluency tasks
8.1
35. 
Mid-term topic tests
8.2
36. 
End-of-year exams (non-calculator and calculator papers)
8.3
37. 
Homework tasks and math projects
8.4
OUR CURRICULUM - GRADE 12
 
   
 
Pure Mathematics
1.0
1. 
Algebraic Manipulation; Polynomials, rational expressions, algebraic fractions
1.1
2. 
Equations; Quadratic, linear, simultaneous (including complex roots)
1.2
3. 
Binomial Expansion; Positive integer indices
1.3
4. 
Graphs and Transformations; Functions, transformations, trigonometric graphs
1.4
5. 
Trigonometry; Identities, solving equations, graphs, sine/cosine rules
1.5
6. 
Vectors; 2D and 3D representations; advanced vectors
1.6
7. 
Differentiation; Gradients, tangents, normals, rate of change
1.7
8. 
Integration; Finding area under curves; reversing differentiation
1.8
9. 
Exponentials and Logarithms; Manipulation and applications
1.9
10. 
Proof; Deduction, exhaustion, contradiction
1.10
 
Statistics
2.0
11. 
Sampling; Types of samples; using data appropriately
2.1
12. 
Data Representation; Histograms, cumulative frequency, box plots
2.2
13. 
Central Tendency and Spread; Mean, median, mode, variance, standard deviation
2.3
14. 
Correlation and Regression; Analysing relationships using regression lines
2.4
15. 
Probability; Compound events, distributions, hypothesis testing
2.5
16. 
Distributions; Binomial and normal distributions
2.6
 
Mechanics
3.0
17. 
Kinematics; Motion with and without constant acceleration
3.1
18. 
Newton's Laws; Force and motion applications
3.2
19. 
Variable Acceleration; Using calculus to model motion
3.3
20. 
Moments; Turning effects; equilibrium problems
3.4
21. 
Work, Energy, and Power; Energy changes; rates of doing work
3.5
 
Optional Add-ons
4.0
22. 
Complex Numbers; Real and imaginary numbers in Cartesian and polar form
4.1
23. 
Matrices; Transformations; solving systems of equations
4.2
24. 
Further Calculus; Integration by parts; solving differential equations
4.3
25. 
Polar Coordinates; Representing curves in polar form
4.4
26. 
Numerical Methods; Approximating roots; iterative methods
4.5
27. 
Revision; Comprehensive review for final examinations
4.6
 
Assessment Style
5.0
28. 
Problem-solving, reasoning, and fluency tasks
5.1
29. 
Mid-term topic tests
5.2
 
End-of-year exams (non-calculator and calculator papers)
5.3
 
Homework tasks and math projects
5.4
FURTHER MATHEMATICS
 
   
SS1 — FIRST TERM
 
   
1. 
General revision and basic concept of Set
1.0
2. 
Operations on sets and Venn diagrams; union, intersection, complement, cardinality of a set
2.0
3. 
Binary operations and basic laws; definition; simple binary operations (e.g. a * b = a + b – 2ab)
3.0
4. 
Binary operations (continued); identity and inverse elements; addition/multiplication tables
4.0
5. 
Indices; basic laws of indices and their application to problems
5.0
6. 
Indicial equations and graphs of exponential functions (e.g. y = a^x)
6.0
7. 
Review of first half-term's work and periodic test
7.0
8. 
Logarithms; laws of logarithms and their application, including change of base
8.0
9. 
Surds; definition, rules and manipulation; rationalisation of surds at the denominator
9.0
10. 
Measures of central tendency; mean, median and mode of grouped and ungrouped data
10.0
11. 
Revision
11.0
12. 
Examination
12.0
   
SS1 — SECOND TERM
 
   
13. 
Review of first term's work; introduction to functions
1.0
14. 
Application of functions to the solution of problems
2.0
15. 
Sequence and series; Arithmetic Progression (A.P.) and arithmetic mean
3.0
16. 
Sequence and series; Geometric Progression (G.P.) and geometric mean
4.0
17. 
Linear inequalities in one variable; number-line solutions
5.0
18. 
Inequalities in two variables; drawing graphs and defining regions
6.0
19. 
Review of first half-term's work and periodic test
7.0
20. 
Trigonometric ratios; revision of sine, cosine and tangent of acute angles
8.0
21. 
Derivation of trigonometric ratios of special angles
9.0
22. 
Application of trigonometric ratios of special angles in solving problems
10.0
23. 
Revision of first term's work
11.0
24. 
Revision and second term examination
12.0
   
SS1 — THIRD TERM
 
   
25. 
Revision of second term questions; introduction to calculating and processing devices
1.0
26. 
Calculating devices II; number systems (binary numbers); flow charts
2.0
27. 
Coordinate geometry – straight lines; location of a point; mid-point of a line segment
3.0
28. 
Straight lines (continued); gradient; distance between two points; parallelism and perpendicularity
4.0
29. 
Straight lines (continued); equations of lines in different forms
5.0
30. 
Coordinate geometry; transformation of non-linear equations; areas of triangles and quadrilaterals
6.0
31. 
Review of first half-term's work and periodic test
7.0
32. 
Vectors in two dimensions; definition; equality, addition, subtraction and scalar multiplication
8.0
33. 
Vectors in two dimensions (II); triangle law; parallelogram law; resolution; scalar product
9.0
34. 
Measures of dispersion; range, interquartile range, mean deviation, standard deviation
10.0
35. 
History and nature of operations research modelling
11.0
36. 
Revision and third term examination
12.0
   
SS2 — FIRST TERM
 
   
37. 
Revision of SS1 work; quadratic equation from sum and product of roots
1.0
38. 
Tangents and normals to curves; nature of roots of quadratic equations
2.0
39. 
Intersection of a line and a given curve
3.0
40. 
Polynomials; definition; basic operations (+, –, ×, ÷)
4.0
41. 
Polynomials (continued); factorisation of polynomials
5.0
42. 
Cubic equations; sum of roots of a cubic equation
6.0
43. 
Review of first half-term's work and periodic test
7.0
44. 
Logical reasoning; fundamental issues, definitions and theorem proving
8.0
45. 
Trigonometric functions; the six trigonometric functions of angles of any magnitude
9.0
46. 
Graphs of y = a sin(bx) + c, y = a cos(bx) + c, y = a tan(bx) + c
10.0
47. 
Graphs of inverse trigonometric ratios and simple trigonometric identities
11.0
48. 
Revision and first term examination
12.0
   
SS2 — SECOND TERM
 
   
49. 
Differentiation; limits of a function and first principles; differentiation of polynomials
1.0
50. 
Differentiation (continued); rules of differentiation
2.0
51. 
Differentiation of transcendental functions; derivatives of trigonometric and exponential functions
3.0
52. 
Application of differentiation; rate of change, equations of motion, max and min points
4.0
53. 
Conic sections; equation of a circle, finding centre and radius; tangent to a circle
5.0
54. 
Conic sections; the parabola, hyperbola and ellipse
6.0
55. 
Review of first half-term's work and periodic test
7.0
56. 
Statistics/Probability; sample space, event space, combination of events
8.0
57. 
Permutation and combination
9.0
58. 
Dynamics; Newton's laws of motion
10.0
59. 
Revision
11.0
60. 
Revision and second term examination
12.0
   
SS2 — THIRD TERM
 
   
61. 
Revision of second term examination questions
1.0
62. 
Projectiles; trajectory, greatest height, time of flight, range, inclined plane
2.0
63. 
Binomial expansion; Pascal's triangle; binomial theorem for negative, positive and fractional powers
3.0
64. 
Mechanics; vectors in two and three dimensions
4.0
65. 
Scalar product of vectors in three dimensions
5.0
66. 
Vector (cross) product in three dimensions; application of the cross product
6.0
67. 
Review of half-term's work
7.0
68. 
Integration; indefinite integrals; methods of integration
8.0
69. 
Integration (continued); definite integrals; area under a curve
9.0
70. 
Integration (continued); application to kinematics; volumes of solids of revolution
10.0
71. 
Correlation and regression; scatter diagrams, regression line, rank correlation
11.0
72. 
Revision and third term examination
12.0
   
SS3 — FIRST TERM
 
   
73. 
Partial fractions; proper rational functions with denominators as linear factors
1.0
74. 
Integration as reverse of differentiation; integration of algebraic and logarithmic functions
2.0
75. 
Definite integrals and application to kinematics; velocity-time and speed-time graphs
3.0
76. 
Integration (continued); area under the curve; trapezoidal rule; volume of solids of revolution
4.0
77. 
Matrices and determinants; matrices as linear transformations; determinants
5.0
78. 
Matrices and determinants; solution of 2×2 and 3×3 simultaneous equations
6.0
79. 
Conic sections; parabola, ellipse and hyperbola in rectangular Cartesian coordinates
7.0
80. 
Correlation; rank correlation; scatter diagrams; product-moment correlation; tied ranks
8.0
81. 
Probability distributions; binomial, Poisson; normal distribution
9.0
82. 
Variance of probability distributions; mean, variance, coefficient of variance
10.0
83. 
Inequalities; quadratic inequalities; inequalities in two variables
11.0
84. 
Revision
12.0
85. 
Examination
13.0
   
SS3 — SECOND TERM
 
   
86. 
Statics; forces in equilibrium; resultant of parallel forces; moment of a force
1.0
87. 
Modelling; introduction to mathematical modelling; dependent and independent variables
2.0
88. 
Game theory; introduction; types of games; solution of two-person, zero-sum games
3.0
89. 
General revision of SS1 work
4.0
90. 
General revision of SS2 work
5.0
91. 
General revision of SS3 work
6.0
92. 
Solving past WASSCE/NECO questions I
7.0
93. 
Solving past WASSCE/NECO questions II
8.0
94. 
Solving past WASSCE/NECO questions III
9.0
95. 
Revision and mock examination
10.0
   
SS3 — THIRD TERM
 
   
96. 
Revision of all SS1–SS3 topics based on areas of weakness
1.0
97. 
Intensive practice; algebra, indices, surds, logarithms and polynomials
2.0
98. 
Intensive practice; coordinate geometry, vectors and trigonometry
3.0
99. 
Intensive practice; calculus – differentiation and integration
4.0
100. 
Intensive practice; statistics, probability and probability distributions
5.0
101. 
Intensive practice; mechanics – statics, dynamics and projectiles
6.0
102. 
Solving past WASSCE, NECO and JAMB Further Mathematics questions
7.0
103. 
Timed mock practice papers under examination conditions
8.0
104. 
General revision and clearing of outstanding difficulties
9.0
105. 
WASSCE/NECO Further Mathematics examination
10.0