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Outline
C2 Calculus
Calculus - Average Rate of Change
Application of Derivatives
Rules of the Definite Integral
derivate puzzle
Introduction to Differentiation
First Principles Differentiation
The idea of limit in differential calculus
Differentiation from first principles introduced
Finding stationary points
Area Between Two Functions
Area under the Curve
Determine the tangent and the normal of a curve
Differentiation: Cylinder Optimisation Problems
Area between curves
C2 Calculus
Author:
Saqib Safdar
Topic:
Calculus
Calculus - Average Rate of Change
Application of Derivatives
Rules of the Definite Integral
derivate puzzle
Introduction to Differentiation
First Principles Differentiation
The idea of limit in differential calculus
Differentiation from first principles introduced
Finding stationary points
Area Between Two Functions
Area under the Curve
Determine the tangent and the normal of a curve
Differentiation: Cylinder Optimisation Problems
Area between curves
Next
Calculus - Average Rate of Change
New Resources
Taylor Polynomial
Construct a Conic
Variation Theory Parallelogram Proofs
Poorly Drawn Parallelograms 2
What is an Isogonal Conjugate?
Discover Resources
A squashed Astroid as an Envelope
Chord Bisector Problem
Sides of a Triangle
삼각형 외심(Triangle Circumcenter)
Measuring Angles-Easy
Discover Topics
Median Line
Means
Quadratic Functions
Terms
Curve Sketching