Calculus BC Grade 9 - Notes & Study Material for Grade 9
Get access to free study material for Calculus BC of Grade 9 for 2026 exams, with Revision Notes, PPTs, Flashcards, Question & Answer, & more.
Unit 1: Limits and Continuity
| PPT: Continuity and Differentiability 14 pages |  |
| Classification of Discontinuity 2 pages | |
| Revision Notes: Continuity & Differentiability 2 pages | |
| PPT: Limits & Derivatives 77 pages | |
| Mind Map: Limits & Derivatives 1 page | |
| Introduction to Limits 3 pages | |
| Important Formulas: Limits & Derivatives 5 pages | |
| Flashcards: Limits and Derivatives 21 pages | |
| Mind Map: Continuity & Differentiability 3 pages | |
| Important Formulas: Continuity & Differentiability 3 pages | |
| Differentiability of a Function and Rate of Change 9 pages | |
| Limits of Trigonometric Functions 3 pages | |
| Revision Notes: Limits & Derivatives 6 pages | |
| Flashcards: Continuity and Differentiability 44 pages | |
| NCERT Exemplar: Continuity and Differentiability- 1 9 pages | |
| Limits of Exponential Functions 8 pages | |
| Methods of Evaluating Limits 1 page | |
| Exponential & Logarithmic Functions 3 pages | |
| Derivatives of a function in Parametric Form & Second Order Derivative 4 pages | |
| Second Order Derivative 2 pages | |
| Mean Value Theorem 1 page | |
| Important Formulas: Limit and Continuity & Differentiability of Function 9 pages | |
Unit 2: Differentiation
| PPT: Limits & Derivatives 77 pages | |
| Mind Map: Limits & Derivatives 1 page | |
| Important Formulas: Limits & Derivatives 5 pages | |
| Flashcards: Limits and Derivatives 21 pages | |
| Limits of Trigonometric Functions 3 pages | |
| Revision Notes: Limits & Derivatives 6 pages | |
| Limits of Exponential Functions 8 pages | |
| Methods of Evaluating Limits 1 page | |
| Derivatives of a Function 2 pages | |
Unit 3: Differentiation of Composite Functions
| PPT: Limits & Derivatives 77 pages | |
| Mind Map: Limits & Derivatives 1 page | |
| Introduction to Limits 3 pages | |
| Important Formulas: Limits & Derivatives 5 pages | |
| Flashcards: Limits and Derivatives 21 pages | |
| Limits of Trigonometric Functions 3 pages | |
| Revision Notes: Limits & Derivatives 6 pages | |
| Limits of Exponential Functions 8 pages | |
| Methods of Evaluating Limits 1 page | |
| Derivatives of a Function 2 pages | |
Unit 4: Applications of Differentiation
| PPT: Limits & Derivatives 77 pages | |
| Mind Map: Limits & Derivatives 1 page | |
| Important Formulas: Limits & Derivatives 5 pages | |
| Flashcards: Limits and Derivatives 21 pages | |
| Limits of Trigonometric Functions 3 pages | |
| Revision Notes: Limits & Derivatives 6 pages | |
| Limits of Exponential Functions 8 pages | |
| Derivatives of a Function 2 pages | |
Unit 5: Analytical Applications of Differentiation
| PPT: Limits & Derivatives 77 pages | |
| Mind Map: Limits & Derivatives 1 page | |
| Introduction to Limits 3 pages | |
| Important Formulas: Limits & Derivatives 5 pages | |
| Flashcards: Limits and Derivatives 21 pages | |
| Revision Notes: Limits & Derivatives 6 pages | |
| Methods of Evaluating Limits 1 page | |
| Derivatives of a Function 2 pages | |
Unit 6: Integration and Accumulation of Change
| Introduction to Integrals 4 pages | |
| PPT: Integral Calculus 102 pages | |
| Integrals of Some Functions 15 pages | |
| Integration of Irrational Functions 2 pages | |
| Integration by Substitution & Trigonometric Identities 3 pages | |
| Important Formulas: Indefinite Integral 8 pages | |
| Revision Notes: Integrals 5 pages | |
| Mind Map: Integral 3 pages | |
| Integration by Partial Fractions 8 pages | |
| Integration by Parts 1 page | |
| Important Formulas: Integration by Reduction Formula 4 pages | |
| Euler's Substitutions 1 page | |
Unit 7: Differential Equations
| PPT: Differential Equations 23 pages | |
| Mind Map: Differential Equations 2 pages | |
| Differential Equations 8 pages | |
| Important Formulas: Differential Equations 6 pages | |
| Revision Notes: Differential Equations 2 pages | |
| Important Formulas: Differential Equations 4 pages | |
| Flashcards: Differential Equations 19 pages | |
Unit 8: Applications of Integration
| PPT: Applications of the Definite Integral 69 pages | |
| Important Formulas: Application of Integrals 1 page | |
| Revision Notes: Applications of Integrals 2 pages | |
| Area of Bounded Region 3 pages | |
| Mind Map: Application of Integrals 2 pages | |
| Flashcards: Applications of Integrals 45 pages | |
Unit 9: Parametric Equations, Polar Coordinates, and Vector-Valued Functions
| Chapter Notes: Integrating Vector-Valued Functions 4 pages | |
| Chapter Notes: Finding the Area of the Region Bounded by Two Polar Curves 5 pages | |
| Chapter Notes: Overview: Parametric Equations, Polar Coordinates, and Vector-Valued Functions 6 pages | |
| Chapter Notes: Defining and Differentiating Parametric Equations 5 pages | |
| Chapter Notes: Second Derivatives of Parametric Equations 2 pages | |
| Chapter Notes: Finding Arc Lengths of Curves Given by Parametric Equations 3 pages | |
| Chapter Notes: Defining and Differentiating Vector-Valued Functions 2 pages | |
| Chapter Notes: Integrating Vector-Valued Functions 3 pages | |
| Chapter Notes: Solving Motion Problems Using Parametric and Vector-Valued Functions 6 pages | |
| Chapter Notes: Defining Polar Coordinates and Differentiating in Polar Form 7 pages | |
| Chapter Notes: Find the Area of a Polar Region or the Area Bounded by a Single Polar Curve 3 pages | |
| Chapter Notes: Finding the Area of the Region Bounded by Two Polar Curves 3 pages | |
Unit 10: Infinite Sequences and Series
| PPT: Sequence & Series 16 pages | |
| Revision Notes: Sequence & Series 4 pages | |
| Important Formulas: Sequences & Series 3 pages | |
| Introduction to Sequences and Series 6 pages | |
| Arithmetic Progression (A.P) 7 pages | |
| Mind Map: Sequences & Series 2 pages | |
| Arithmetic Progression and Geometric Progression 6 pages | |
| Doc: Arithmetic Mean 3 pages | |
| Geometric Progression (G.P) 11 pages | |
| Arithmetic Mean and Special Series 6 pages | |
| Summation of Series 10 pages | |
| A.M., G.M., H.M. Inequalities 6 pages | |
| Flashcards: Sequences and Series 44 pages | |
