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✓ Grades 10, 11 & 12 ∑ Basic Math & Advanced Math ▣ Semester 1 & Semester 2

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72 Courses
Lesson 1
Grade 12 Semester 1 Month 1
Logarithms — Grade 12 Advanced Math Month 1
✦ Grade 12 Semester 1 Month 1

Logarithms

Advanced Math • Month 1

Introduction to logarithms and the relationship between logarithmic and exponential forms.

▣ Lesson 1 ∑ Advanced Math ◷ Month 1
Lesson 2
Grade 12 Semester 1 Month 1
Logarithms in Other Bases — Grade 12 Advanced Math Month 1
✦ Grade 12 Semester 1 Month 1

Logarithms in Other Bases

Advanced Math • Month 1

Learn how logarithms work with different bases and apply the key rules through focused examples.

▣ Lesson 2 ∑ Advanced Math ◷ Month 1
Lesson 3
Grade 12 Semester 1 Month 1
The Number e — Grade 12 Advanced Math Month 1
✦ Grade 12 Semester 1 Month 1

The Number e

Advanced Math • Month 1

Understand the number e and its role in exponential and logarithmic functions.

▣ Lesson 3 ∑ Advanced Math ◷ Month 1
Lesson 4
Grade 12 Semester 1 Month 1
Natural Logarithms — Grade 12 Advanced Math Month 1
✦ Grade 12 Semester 1 Month 1

Natural Logarithms

Advanced Math • Month 1

Study natural logarithms, their notation, properties, and connection to the number e.

▣ Lesson 4 ∑ Advanced Math ◷ Month 1
Lesson 5
Grade 12 Semester 1 Month 1
Solving Equations and Inequalities — Grade 12 Advanced Math Month 1
✦ Grade 12 Semester 1 Month 1

Solving Equations and Inequalities

Advanced Math • Month 1

Apply logarithmic and exponential methods to solve equations and inequalities with confidence.

▣ Lesson 5 ∑ Advanced Math ◷ Month 1
Revision
Grade 12 Semester 1 Month 1
Revision — Grade 12 Advanced Math Month 1
✦ Grade 12 Semester 1 Month 1

Revision

Advanced Math • Month 1

Review the complete Month 1 content and reinforce the most important skills before assessment.

✓ Revision ∑ Advanced Math ◷ Month 1
Mock Exam
Grade 12 Semester 1 Month 1
Mock Exam — Grade 12 Advanced Math Month 1
✦ Grade 12 Semester 1 Month 1

Mock Exam

Advanced Math • Month 1

A focused Month 1 mock exam covering the main Advanced Math concepts studied in this unit.

✓ Assessment ∑ Advanced Math ◷ Month 1
Lesson 1
Grade 12 Semester 1 Month 2
Addition and Subtraction Formulae — Grade 12 Advanced Math Month 2
✦ Grade 12 Semester 1 Month 2

Addition and Subtraction Formulae

Advanced Math • Month 2

Learn the trigonometric addition and subtraction formulae and how to apply them in structured examples.

▣ Lesson 1 ∑ Advanced Math ◷ Month 2
Lesson 2
Grade 12 Semester 1 Month 2
Double Angle Formulae — Grade 12 Advanced Math Month 2
✦ Grade 12 Semester 1 Month 2

Double Angle Formulae

Advanced Math • Month 2

Understand the double-angle identities and use them to simplify and solve trigonometric expressions.

▣ Lesson 2 ∑ Advanced Math ◷ Month 2
Lesson 3
Grade 12 Semester 1 Month 2
Expression a sin α ± b sin β — Grade 12 Advanced Math Month 2
✦ Grade 12 Semester 1 Month 2

Expression a sin α ± b sin β

Advanced Math • Month 2

Study expressions of the form a sin α ± b sin β and learn the key methods used to transform them.

▣ Lesson 3 ∑ Advanced Math ◷ Month 2
Lesson 4
Grade 12 Semester 1 Month 2
Trigonometrical Reciprocal Functions — Grade 12 Advanced Math Month 2
✦ Grade 12 Semester 1 Month 2

Trigonometrical Reciprocal Functions

Advanced Math • Month 2

Explore reciprocal trigonometric functions and understand their relationships with the main trigonometric ratios.

▣ Lesson 4 ∑ Advanced Math ◷ Month 2
Lesson 5
Grade 12 Semester 1 Month 2
Trigonometric Identities — Grade 12 Advanced Math Month 2
✦ Grade 12 Semester 1 Month 2

Trigonometric Identities

Advanced Math • Month 2

Develop confidence with trigonometric identities through clear relationships, transformations, and applications.

▣ Lesson 5 ∑ Advanced Math ◷ Month 2
Mock Exam
Grade 12 Semester 1 Month 2
Mock Exam — Grade 12 Advanced Math Month 2
✦ Grade 12 Semester 1 Month 2

Mock Exam

Advanced Math • Month 2

A focused Month 2 mock exam covering the key trigonometry skills and concepts studied in this unit.

✓ Assessment ∑ Advanced Math ◷ Month 2
Revision
Grade 12 Semester 1 Month 2
Revision — Grade 12 Advanced Math Month 2
✦ Grade 12 Semester 1 Month 2

Revision

Advanced Math • Month 2

Review the complete Month 2 trigonometry content and reinforce the most important formulas and identities.

✓ Revision ∑ Advanced Math ◷ Month 2
Lesson 1
Grade 12 Semester 1 Month 3
Differentiating eˣ — Grade 12 Advanced Math Month 3
✦ Grade 12 Semester 1 Month 3

Differentiating eˣ

Advanced Math • Month 3

Learn how to differentiate exponential functions involving eˣ and apply the rule in clear worked examples.

▣ Lesson 1 ∑ Advanced Math ◷ Month 3
Lesson 2
Grade 12 Semester 1 Month 3
Differentiating ln x — Grade 12 Advanced Math Month 3
✦ Grade 12 Semester 1 Month 3

Differentiating ln x

Advanced Math • Month 3

Understand how to differentiate natural logarithmic functions and apply the derivative of ln x correctly.

▣ Lesson 2 ∑ Advanced Math ◷ Month 3
Lesson 3
Grade 12 Semester 1 Month 3
Differentiating sin x and cos x — Grade 12 Advanced Math Month 3
✦ Grade 12 Semester 1 Month 3

Differentiating sin x and cos x

Advanced Math • Month 3

Study the derivatives of sine and cosine functions and use them confidently in differentiation problems.

▣ Lesson 3 ∑ Advanced Math ◷ Month 3
Lesson 4
Grade 12 Semester 1 Month 3
Differentiate Product Rule — Grade 12 Advanced Math Month 3
✦ Grade 12 Semester 1 Month 3

Differentiate Product Rule

Advanced Math • Month 3

Learn the product rule for differentiation and apply it step by step to products of functions.

▣ Lesson 4 ∑ Advanced Math ◷ Month 3
Lesson 5
Grade 12 Semester 1 Month 3
Differentiate Quotients Rule — Grade 12 Advanced Math Month 3
✦ Grade 12 Semester 1 Month 3

Differentiate Quotients Rule

Advanced Math • Month 3

Use the quotient rule to differentiate functions written as one expression divided by another.

▣ Lesson 5 ∑ Advanced Math ◷ Month 3
Mock Exam
Grade 12 Semester 1 Month 3
Mock Exam — Grade 12 Advanced Math Month 3
✦ Grade 12 Semester 1 Month 3

Mock Exam

Advanced Math • Month 3

A focused Month 3 mock exam covering the key differentiation rules and skills studied in this unit.

✓ Assessment ∑ Advanced Math ◷ Month 3
Revision
Grade 12 Semester 1 Month 3
Revision — Grade 12 Advanced Math Month 3
✦ Grade 12 Semester 1 Month 3

Revision

Advanced Math • Month 3

Review the complete Month 3 differentiation content and reinforce the main derivative rules before assessment.

✓ Revision ∑ Advanced Math ◷ Month 3
Lesson 1
Grade 12 Semester 1 Month 4
Probability Distribution of a Discrete Random Variable — Grade 12 Advanced Math Month 4
✦ Grade 12 Semester 1 Month 4

Probability Distribution of a Discrete Random Variable

Advanced Math • Month 4

Learn how probability distributions describe discrete random variables and how to interpret their possible values and probabilities.

▣ Lesson 1 ∑ Advanced Math ◷ Month 4
Lesson 2
Grade 12 Semester 1 Month 4
Expectation of x — Grade 12 Advanced Math Month 4
✦ Grade 12 Semester 1 Month 4

Expectation of x

Advanced Math • Month 4

Understand the expected value of a discrete random variable and how to calculate it from a probability distribution.

▣ Lesson 2 ∑ Advanced Math ◷ Month 4
Lesson 3
Grade 12 Semester 1 Month 4
Variance of x — Grade 12 Advanced Math Month 4
✦ Grade 12 Semester 1 Month 4

Variance of x

Advanced Math • Month 4

Study variance for discrete random variables and learn how it measures the spread of values around the expected value.

▣ Lesson 3 ∑ Advanced Math ◷ Month 4
Mock Exam
Grade 12 Semester 1 Month 4
Mock Exam — Grade 12 Advanced Math Month 4
✦ Grade 12 Semester 1 Month 4

Mock Exam

Advanced Math • Month 4

A focused Month 4 mock exam covering the main probability and differentiation concepts studied in this month.

✓ Assessment ∑ Advanced Math ◷ Month 4
Revision
Grade 12 Semester 1 Month 4
Revision — Grade 12 Advanced Math Month 4
✦ Grade 12 Semester 1 Month 4

Revision

Advanced Math • Month 4

Review the most important Month 4 concepts and reinforce the key skills before the final assessment.

✓ Revision ∑ Advanced Math ◷ Month 4
Lesson 6
Grade 12 Semester 1 Month 4
Differentiating tan⁻¹ x — Grade 12 Advanced Math Month 4
✦ Grade 12 Semester 1 Month 4

Differentiating tan⁻¹ x

Advanced Math • Month 4

Learn how to differentiate inverse tangent functions and apply the derivative rule to related expressions.

▣ Lesson 6 ∑ Advanced Math ◷ Month 4
Lesson 7
Grade 12 Semester 1 Month 4
Differentiating Implicit Equations — Grade 12 Advanced Math Month 4
✦ Grade 12 Semester 1 Month 4

Differentiating Implicit Equations

Advanced Math • Month 4

Understand implicit differentiation and use it to find derivatives when x and y are related within the same equation.

▣ Lesson 7 ∑ Advanced Math ◷ Month 4
New
Grade 10Semester 1Month 1
x² + y² √x a + b = c π
✦ Grade 10Semester 1Month 1

Basic Math – Grade 10

Structured explanations of core concepts and applications, with practice designed to build a strong foundation.

▣ Structured Lessons✓ Practice◷ Flexible Learning
New
Grade 10Semester 1Month 2
x² + y² √x a + b = c π
✦ Grade 10Semester 1Month 2

Basic Math – Grade 10

Structured explanations of core concepts and applications, with practice designed to build a strong foundation.

▣ Structured Lessons✓ Practice◷ Flexible Learning
New
Grade 10Semester 1Month 3
x² + y² √x a + b = c π
✦ Grade 10Semester 1Month 3

Basic Math – Grade 10

Structured explanations of core concepts and applications, with practice designed to build a strong foundation.

▣ Structured Lessons✓ Practice◷ Flexible Learning
New
Grade 10Semester 1Month 4
x² + y² √x a + b = c π
✦ Grade 10Semester 1Month 4

Basic Math – Grade 10

Structured explanations of core concepts and applications, with practice designed to build a strong foundation.

▣ Structured Lessons✓ Practice◷ Flexible Learning
New
Grade 10Semester 2Month 1
f(x)∑y = mx + c
✦ Grade 10Semester 2Month 1

Basic Math – Grade 10

Continue Grade 10 concepts through clear explanations, practical applications, and varied questions.

▣ Structured Lessons✓ Practice◷ Flexible Learning
New
Grade 10Semester 2Month 2
f(x)∑y = mx + c
✦ Grade 10Semester 2Month 2

Basic Math – Grade 10

Continue Grade 10 concepts through clear explanations, practical applications, and varied questions.

▣ Structured Lessons✓ Practice◷ Flexible Learning
New
Grade 10Semester 2Month 3
f(x)∑y = mx + c
✦ Grade 10Semester 2Month 3

Basic Math – Grade 10

Continue Grade 10 concepts through clear explanations, practical applications, and varied questions.

▣ Structured Lessons✓ Practice◷ Flexible Learning
New
Grade 10Semester 2Month 4
f(x)∑y = mx + c
✦ Grade 10Semester 2Month 4

Basic Math – Grade 10

Continue Grade 10 concepts through clear explanations, practical applications, and varied questions.

▣ Structured Lessons✓ Practice◷ Flexible Learning
New
Grade 10Semester 1Month 1
sin θΔ
✦ Grade 10Semester 1Month 1

Advanced Math – Grade 10

Advanced content focused on mathematical reasoning, analysis, and step-by-step problem solving.

∑ Advanced Concepts✓ Practice◷ Flexible Learning
New
Grade 10Semester 1Month 2
sin θΔ
✦ Grade 10Semester 1Month 2

Advanced Math – Grade 10

Advanced content focused on mathematical reasoning, analysis, and step-by-step problem solving.

∑ Advanced Concepts✓ Practice◷ Flexible Learning
New
Grade 10Semester 1Month 3
sin θΔ
✦ Grade 10Semester 1Month 3

Advanced Math – Grade 10

Advanced content focused on mathematical reasoning, analysis, and step-by-step problem solving.

∑ Advanced Concepts✓ Practice◷ Flexible Learning
New
Grade 10Semester 1Month 4
sin θΔ
✦ Grade 10Semester 1Month 4

Advanced Math – Grade 10

Advanced content focused on mathematical reasoning, analysis, and step-by-step problem solving.

∑ Advanced Concepts✓ Practice◷ Flexible Learning
New
Grade 10Semester 2Month 1
cos θx² + 2x
✦ Grade 10Semester 2Month 1

Advanced Math – Grade 10

Explore mathematical concepts in greater depth with focused practice that strengthens problem-solving skills.

∑ Advanced Concepts✓ Practice◷ Flexible Learning
New
Grade 10Semester 2Month 2
cos θx² + 2x
✦ Grade 10Semester 2Month 2

Advanced Math – Grade 10

Explore mathematical concepts in greater depth with focused practice that strengthens problem-solving skills.

∑ Advanced Concepts✓ Practice◷ Flexible Learning
New
Grade 10Semester 2Month 3
cos θx² + 2x
✦ Grade 10Semester 2Month 3

Advanced Math – Grade 10

Explore mathematical concepts in greater depth with focused practice that strengthens problem-solving skills.

∑ Advanced Concepts✓ Practice◷ Flexible Learning
New
Grade 10Semester 2Month 4
cos θx² + 2x
✦ Grade 10Semester 2Month 4

Advanced Math – Grade 10

Explore mathematical concepts in greater depth with focused practice that strengthens problem-solving skills.

∑ Advanced Concepts✓ Practice◷ Flexible Learning
New
Grade 11Semester 1Month 1
A = πr²√25 = 5
✦ Grade 11Semester 1Month 1

Basic Math – Grade 11

Progressive explanations of Grade 11 concepts with examples and applications that reinforce key skills.

▣ Clear Explanations✓ Practice◷ Flexible Learning
New
Grade 11Semester 1Month 2
A = πr²√25 = 5
✦ Grade 11Semester 1Month 2

Basic Math – Grade 11

Progressive explanations of Grade 11 concepts with examples and applications that reinforce key skills.

▣ Clear Explanations✓ Practice◷ Flexible Learning
New
Grade 11Semester 1Month 3
A = πr²√25 = 5
✦ Grade 11Semester 1Month 3

Basic Math – Grade 11

Progressive explanations of Grade 11 concepts with examples and applications that reinforce key skills.

▣ Clear Explanations✓ Practice◷ Flexible Learning
New
Grade 11Semester 1Month 4
A = πr²√25 = 5
✦ Grade 11Semester 1Month 4

Basic Math – Grade 11

Progressive explanations of Grade 11 concepts with examples and applications that reinforce key skills.

▣ Clear Explanations✓ Practice◷ Flexible Learning
New
Grade 11Semester 2Month 1
P(A)3x + 4 = 19
✦ Grade 11Semester 2Month 1

Basic Math – Grade 11

Semester 2 concepts and applications explained clearly, with practice designed to improve performance.

▣ Clear Explanations✓ Practice◷ Flexible Learning
New
Grade 11Semester 2Month 2
P(A)3x + 4 = 19
✦ Grade 11Semester 2Month 2

Basic Math – Grade 11

Semester 2 concepts and applications explained clearly, with practice designed to improve performance.

▣ Clear Explanations✓ Practice◷ Flexible Learning
New
Grade 11Semester 2Month 3
P(A)3x + 4 = 19
✦ Grade 11Semester 2Month 3

Basic Math – Grade 11

Semester 2 concepts and applications explained clearly, with practice designed to improve performance.

▣ Clear Explanations✓ Practice◷ Flexible Learning
New
Grade 11Semester 2Month 4
P(A)3x + 4 = 19
✦ Grade 11Semester 2Month 4

Basic Math – Grade 11

Semester 2 concepts and applications explained clearly, with practice designed to improve performance.

▣ Clear Explanations✓ Practice◷ Flexible Learning
New
Grade 11Semester 1Month 1
dy/dxtan θ
✦ Grade 11Semester 1Month 1

Advanced Math – Grade 11

Advanced content focused on analysis, logical reasoning, and solving problems at a deeper level.

∑ Advanced Analysis✓ Practice◷ Flexible Learning
New
Grade 11Semester 1Month 2
dy/dxtan θ
✦ Grade 11Semester 1Month 2

Advanced Math – Grade 11

Advanced content focused on analysis, logical reasoning, and solving problems at a deeper level.

∑ Advanced Analysis✓ Practice◷ Flexible Learning
New
Grade 11Semester 1Month 3
dy/dxtan θ
✦ Grade 11Semester 1Month 3

Advanced Math – Grade 11

Advanced content focused on analysis, logical reasoning, and solving problems at a deeper level.

∑ Advanced Analysis✓ Practice◷ Flexible Learning
New
Grade 11Semester 1Month 4
dy/dxtan θ
✦ Grade 11Semester 1Month 4

Advanced Math – Grade 11

Advanced content focused on analysis, logical reasoning, and solving problems at a deeper level.

∑ Advanced Analysis✓ Practice◷ Flexible Learning
New
Grade 11Semester 2Month 1
∫ f(x) dxθ
✦ Grade 11Semester 2Month 1

Advanced Math – Grade 11

Continue Advanced Math topics with varied problems and higher-level skill practice.

∑ Advanced Analysis✓ Practice◷ Flexible Learning
New
Grade 11Semester 2Month 2
∫ f(x) dxθ
✦ Grade 11Semester 2Month 2

Advanced Math – Grade 11

Continue Advanced Math topics with varied problems and higher-level skill practice.

∑ Advanced Analysis✓ Practice◷ Flexible Learning
New
Grade 11Semester 2Month 3
∫ f(x) dxθ
✦ Grade 11Semester 2Month 3

Advanced Math – Grade 11

Continue Advanced Math topics with varied problems and higher-level skill practice.

∑ Advanced Analysis✓ Practice◷ Flexible Learning
New
Grade 11Semester 2Month 4
∫ f(x) dxθ
✦ Grade 11Semester 2Month 4

Advanced Math – Grade 11

Continue Advanced Math topics with varied problems and higher-level skill practice.

∑ Advanced Analysis✓ Practice◷ Flexible Learning
New
Grade 12Semester 1Month 1
a²+b²=c²f(x)
✦ Grade 12Semester 1Month 1

Basic Math – Grade 12

Focused explanations of Grade 12 topics with practice that reinforces skills and supports exam readiness.

▣ Focused Explanations✓ Practice◷ Flexible Learning
New
Grade 12Semester 1Month 2
a²+b²=c²f(x)
✦ Grade 12Semester 1Month 2

Basic Math – Grade 12

Focused explanations of Grade 12 topics with practice that reinforces skills and supports exam readiness.

▣ Focused Explanations✓ Practice◷ Flexible Learning
New
Grade 12Semester 1Month 3
a²+b²=c²f(x)
✦ Grade 12Semester 1Month 3

Basic Math – Grade 12

Focused explanations of Grade 12 topics with practice that reinforces skills and supports exam readiness.

▣ Focused Explanations✓ Practice◷ Flexible Learning
New
Grade 12Semester 1Month 4
a²+b²=c²f(x)
✦ Grade 12Semester 1Month 4

Basic Math – Grade 12

Focused explanations of Grade 12 topics with practice that reinforces skills and supports exam readiness.

▣ Focused Explanations✓ Practice◷ Flexible Learning
New
Grade 12Semester 2Month 1
σP(x)√x
✦ Grade 12Semester 2Month 1

Basic Math – Grade 12

Complete the Grade 12 curriculum with integrated reviews and applications of key ideas.

▣ Focused Explanations✓ Practice◷ Flexible Learning
New
Grade 12Semester 2Month 2
σP(x)√x
✦ Grade 12Semester 2Month 2

Basic Math – Grade 12

Complete the Grade 12 curriculum with integrated reviews and applications of key ideas.

▣ Focused Explanations✓ Practice◷ Flexible Learning
New
Grade 12Semester 2Month 3
σP(x)√x
✦ Grade 12Semester 2Month 3

Basic Math – Grade 12

Complete the Grade 12 curriculum with integrated reviews and applications of key ideas.

▣ Focused Explanations✓ Practice◷ Flexible Learning
New
Grade 12Semester 2Month 4
σP(x)√x
✦ Grade 12Semester 2Month 4

Basic Math – Grade 12

Complete the Grade 12 curriculum with integrated reviews and applications of key ideas.

▣ Focused Explanations✓ Practice◷ Flexible Learning
New
Grade 12Semester 2Month 1
∫Σf'(x)=0
✦ Grade 12Semester 2Month 1

Advanced Math – Grade 12

The final stage of Advanced Math, with greater emphasis on mastery, application, and exam preparation.

∑ Advanced Level✓ Practice◷ Flexible Learning
New
Grade 12Semester 2Month 2
∫Σf'(x)=0
✦ Grade 12Semester 2Month 2

Advanced Math – Grade 12

The final stage of Advanced Math, with greater emphasis on mastery, application, and exam preparation.

∑ Advanced Level✓ Practice◷ Flexible Learning
New
Grade 12Semester 2Month 3
∫Σf'(x)=0
✦ Grade 12Semester 2Month 3

Advanced Math – Grade 12

The final stage of Advanced Math, with greater emphasis on mastery, application, and exam preparation.

∑ Advanced Level✓ Practice◷ Flexible Learning
New
Grade 12Semester 2Month 4
∫Σf'(x)=0
✦ Grade 12Semester 2Month 4

Advanced Math – Grade 12

The final stage of Advanced Math, with greater emphasis on mastery, application, and exam preparation.

∑ Advanced Level✓ Practice◷ Flexible Learning
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