Secondary School 'AS-Level - Core 1 & 2: Maths -Differentiation - Ages 16-18' eBook

This eBook introduces the subject of differentiation, across this wide-ranging subject, starting with definitions and first principles to developing an understanding and appreciation of the first and second order differentials of the equation y = xn through a development of the equations of the gradient and normal to a curve at a particular point as well as a thorough review of maximum, minimum and points of inflection among graphs as well as their stationary points. We extend the students appreciation of graph sketching, and include an extensive selection of questions for the student to enjoy.

1114972689
Secondary School 'AS-Level - Core 1 & 2: Maths -Differentiation - Ages 16-18' eBook

This eBook introduces the subject of differentiation, across this wide-ranging subject, starting with definitions and first principles to developing an understanding and appreciation of the first and second order differentials of the equation y = xn through a development of the equations of the gradient and normal to a curve at a particular point as well as a thorough review of maximum, minimum and points of inflection among graphs as well as their stationary points. We extend the students appreciation of graph sketching, and include an extensive selection of questions for the student to enjoy.

2.99 In Stock
Secondary School 'AS-Level - Core 1 & 2: Maths -Differentiation - Ages 16-18' eBook

Secondary School 'AS-Level - Core 1 & 2: Maths -Differentiation - Ages 16-18' eBook

by Dr John Kelliher
Secondary School 'AS-Level - Core 1 & 2: Maths -Differentiation - Ages 16-18' eBook

Secondary School 'AS-Level - Core 1 & 2: Maths -Differentiation - Ages 16-18' eBook

by Dr John Kelliher

eBook

$2.99 

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Overview

This eBook introduces the subject of differentiation, across this wide-ranging subject, starting with definitions and first principles to developing an understanding and appreciation of the first and second order differentials of the equation y = xn through a development of the equations of the gradient and normal to a curve at a particular point as well as a thorough review of maximum, minimum and points of inflection among graphs as well as their stationary points. We extend the students appreciation of graph sketching, and include an extensive selection of questions for the student to enjoy.


Product Details

BN ID: 2940044394551
Publisher: Dr John Kelliher
Publication date: 03/21/2013
Sold by: Smashwords
Format: eBook
File size: 2 MB

About the Author

Upon writing close to 200 maths eBooks and receiving at times some poor reviews, I was shocked somewhat, not by the complexity, majestic beauty and ornate utility of maths, and mathematics, but by the degree of difficulty that so many students of all ages experienced when studying, attempting to study, reviewing or learning from the variety of available mathematical literature. This shock extended not only to the fields of education, but also to the domains of engineering, science, finance, commerce and trade. It was rightfully illuminated, and mindfully made clear that the vast majority of the population had great difficulty reading, assimilating and learning the fundamental principles of this noble subject. No wonder I was being misunderstood !!! Something needed to be done to change this. It was as if people where viewing and reviewing my maths eBooks through the wrong end of the telescope. - just as Dr Seuss indicated. I am, by way of education, training , learning and experience a 'doctor of electronics research', an 'engineer, Architect, scientist' with special interests in 'mathematics, research, communications, electronics, signal processing and internet mobility', language, literature, phonics, music and linguistics' as well as 'art, architecture, archaeology, history, geography and humanities' who has designed, developed, produced and published 5 (five) series of English language mathematics eBooks which are distributed via partnerships including smashwords as well as their distribution partners (Apple, Kobo, Barnes and Noble, et al). Our maths eBooks are of the highest academic quality and suitable as standard as well as supplementary texts for primary and secondary school students of the UK as well as the elementary, middle (junior high), high (secondary) school student market in North America. They are suitable for schoolchildren in the age range 5-18 as well as mature students, particularly those wishing to use SOA (state of the art) mathematical techniques and principles in the engineering, architectural, scientific, medical, financial, data and statistical fields of commerce and business. At Bristol University I studied for an honours degree in electrical and electronic engineering, obtaining a B.Sc.(Eng.) honours degree, and subsequently at Kings College London, University of London, I studied at the prestigious 5* centre for telecommunications research and received both the MPhil (Master of Philosophy) and PhD (Doctor of Philosophy) degree qualifications in electronics research. My PhD thesis' title was 'A Voyage Into Quantum Mobility'. I consider myself to be among the best electronics architects in Europe, but must acknowledge those learned gentlemen who heralded the birth of the Internet in the 1960's and earlier, as well as prior exponents of the 'Founding Fathers of Communication Systems', whose work and expertise I have been able to incorporate into my designs. Ta tu failte.

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