A Level Mathematics Lesson on C2 Differentiation
A Level Mathematics Lesson on C2 Differentiation by G. C. Ioannou is a comprehensive resource published by CreateSpace Independent Publishing Platform in October 2015. This 60-page book is presented in English and focuses on the Edexcel C2 Differentiation syllabus, providing a complete lesson designed to assist students in mastering the concepts of differentiation in mathematics.
Readers will find a thorough exploration of essential topics, including stationary points, intervals of increasing or decreasing functions, and the nature of critical points. The book features 56 worked examples that progress in difficulty, ensuring that students can build their understanding step by step. With over 20 years of teaching experience, the author aims to equip students with the necessary theory and formulae, along with detailed solutions to a variety of problems, including those related to maximizing or minimizing areas and volumes. This edition serves as a valuable tool for any student studying A level mathematics.
Official synopsis Publisher
Here I offer a complete Lesson on Maths A level suitable to Edexcel C2 Differentiation. This set of notes completely covers the chapter with 56 worked examples.With over 20 years experience in teaching A level mathematics(Pure mathematics and Mechanics) I offer these notes covering a wide range of problems with complete solutions. In this way I hope to help students achieve a high score in their A level Maths examination. Each Lesson covers theory and formula necessary for the chapter and step by step explanation of all solutions. Problems are arranged in an ascending order of difficulty reaching A level standard. Applies also for any students studying at this level. It includes: 1) Stationary points /Turning points ie max or min points and points of inflexion. 2) Finding the intervals for an increasing or a decreasing functions. 3) Distinguishing the nature of such points ie whether a max or min or point of inflexion. 4) Solving various problems, using Differentiation. Problems involving max or min area, Volume, Min Cost, etc. A variety of shapes ie cylinders, cubes, rectangular boxes etc
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