All of Differentiation in 30 Minutes!! | Chapter 12 | A Level Pure Maths
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 Published On Premiered Jan 3, 2022

A video revising the techniques and strategies required for all of the AS Level Pure Mathematics chapter on Differentiation that you need to achieve a grade C-A* in your A-Level Pure Maths.

These topics are the essential question styles that appear in the Differentiation Module. This however is not ALL of the question styles within the A-Level. Further videos can be found on the channel for a more in depth look at some of these topics.

👑 Everything you Need to Pass your AS Pure Maths Exam! A* | AS Pure Maths Revision | Edexcel AQA & OCR -    • Everything You Need to Pass Your A Le...  

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See below for further links to each of these topics:

See below for more chapter based revision videos:

Chapter 1 - Algebraic Expressions -    • All of Algebraic Expressions in 20 Mi...  

Chapter 2 - Quadratics -    • All of Quadratics in 40 Minutes! | Ch...  

Chapter 3 - Equations and Inequalities -    • All of Equations and Inequalities in ...  

Chapter 4 - Graphs and Transformations -    • All of Graphs and Transformations in ...  

Chapter 5 - Straight Line Graphs -    • All of Straight Line Graphs in 20 Min...  

Chapter 6 - Circles -    • All of Circles in 25 Minutes! | Chapt...  

Chapter 7 - Algebraic Methods -    • All of Algebraic Methods in 20 Minute...  

Chapter 8 - Binomial Expansion -    • All of Binomial Expansion in 25 Minut...  

Chapter 9 - Trigonometric Ratios -    • All of Trigonometric Ratios in 30 Min...  

Chapter 10 - Trig Identities and Equations -    • All of Trigonometric Identities and E...  

Chapter 11 - Vectors and Magnitude -    • All of Vectors and Magnitude in 40 Mi...  

Chapter 12 - Differentiation -    • All of Differentiation in 30 Minutes!...  

🔹 Watch the video
🔹 Make notes
🔹 Practice the questions
🔹 Mark your work
🔹 Review what you have learnt on the exam questions

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00:00 Intro
01:35 Differentiation Explained
04:01 First Principles
06:40 Differentiating Quadratics
07:49 Differentiating Harder Equations
10:25 Tangents and Normals
13:15 Increasing or Decreasing Functions
15:35 Second Order Derivatives
17:15 Stationary Points
22:21 Modelling with Differentiation

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