Unit 1 – Real Numbers

• 1. Indices and Radicals
• 2. Test Yourself – Unit 1

Unit 2 – Logarithms

• 1. Scientific Notation
• 2. Logarithms
• 3. Common and Natural Logs
• 4. Log Laws and Applications
• 5. Rational-Number Applications
• 6. Test Yourself – Unit 2

Unit 3 – Sets and Relations

• 1. Mathematical Patterns
• 2. Sets and Venn Diagrams
• 3. Set Laws
• 4. Set Applications
• 5. Cartesian Products and Relations
• 6. Relation Representations
• 7. Test Yourself – Unit 3

Unit 4 – Factorization

• 1. Common Factors and Trinomials
• 2. Quadratic and Cubic Factors
• 3. Algebraic HCF and LCM
• 4. Algebraic Square Roots
• 5. Factorization Applications
• 6. Test Yourself – Unit 4

Unit 5 – Linear Equations and Inequalities

• 1. Linear Equations and Inequalities
• 2. Test Yourself – Unit 5

Unit 6 – Trigonometry and Bearing

• 1. Angles and Radians
• 2. Pythagoras and Trig Ratios
• 3. Elevation and Depression
• 4. Trig Identities
• 5. Identity Applications
• 6. Three-Figure Bearings
• 7. Bearing Problems
• 8. Trigonometry Applications
• 9. Test Yourself – Unit 6

Unit 7 – Coordinate Geometry

• 1. Distance Formula
• 2. Midpoint Formula
• 3. Gradient
• 4. Line Equation (y=mx+c)
• 5. Parallel and Perpendicular Slopes
• 6. Distance and Midpoint Applications
• 7. Coordinate Applications
• 8. Forms of a Straight Line
• 9. General Line Equation
• 10. Test Yourself – Unit 7

Unit 8 – Geometry of Straight Lines

• 1. Angles Between Lines
• 2. Family of Lines
• 3. Triangle Angles by Slopes
• 4. Test Yourself – Unit 8

Unit 9 – Geometry and Polygons

• 1. Similar Polygons
• 2. Area and Volume Ratios
• 3. Polygon Applications
• 4. Loci
• 5. Test Yourself – Unit 9

Unit 10 – Practical Geometry

• 1. Triangle Lines and Concurrency
• 2. Test Yourself – Unit 10

Unit 11 – Basic Statistics

• 1. Grouped Mean, Median and Mode
• 2. Averages in Real Life
• 3. Event Probability
• 4. Probability Applications
• 5. Relative Frequency
• 6. Expected Frequency
• 7. Frequency Applications
• 8. Test Yourself – Unit 11

Bonus MCQ,s

• 1. Apply laws of indices to simplify radical expressions.
• 2. Express a number in scientific notations and vice versa.
• 3. Describe logarithm of a number.
• 4. Differentiate between common and natural logarithm.
• 5. Apply laws of logarithm to real life situations
• 6. Apply concepts of rational numbers to real word problems