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  <title>Pure Mathematics 1</title>
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  <namePart>Sophie Goldie</namePart>
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   <publisher>University of Cambridge International Examinations</publisher>
   <dateIssued>2012</dateIssued>
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  <languageTerm type="code">en</languageTerm>
  <languageTerm type="text">English</languageTerm>
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 <note>This is the first of a series of books for the University of Cambridge International&#13;
Examinations syllabus for Cambridge International A &amp; AS Level Mathematics&#13;
9709. The eight chapters of this book cover the pure mathematics in AS level. The&#13;
series also contains a more advanced book for pure mathematics and one each&#13;
for mechanics and statistics.&#13;
These books are based on the highly successful series for the Mathematics in&#13;
Education and Industry (MEI) syllabus in the UK but they have been redesigned&#13;
for Cambridge users; where appropriate new material has been written and the&#13;
exercises contain many past Cambridge examination questions. An overview of&#13;
the units making up the Cambridge International A &amp; AS Level Mathematics&#13;
9709 syllabus is given in the diagram on the next page.&#13;
Throughout the series the emphasis is on understanding the mathematics as&#13;
well as routine calculations. The various exercises provide plenty of scope for&#13;
practising basic techniques; they also contain many typical examination questions.&#13;
An important feature of this series is the electronic support. There is an&#13;
accompanying disc containing two types of Personal Tutor presentation:&#13;
examination-style questions, in which the solutions are written out, step by step,&#13;
with an accompanying verbal explanation, and test yourself questions; these are&#13;
multiple-choice with explanations of the mistakes that lead to the wrong answers&#13;
as well as full solutions for the correct ones. In addition, extensive online support&#13;
is available via the MEI website, www.mei.org.uk.&#13;
The books are written on the assumption that students have covered and&#13;
understood the work in the Cambridge IGCSE syllabus. However, some of&#13;
the early material is designed to provide an overlap and this is designated&#13;
‘Background’. There are also places where the books show how the ideas can be&#13;
taken further or where fundamental underpinning work is explored and such&#13;
work is marked as ‘Extension’.&#13;
The original MEI author team would like to thank Sophie Goldie who has carried&#13;
out the extensive task of presenting their work in a suitable form for Cambridge&#13;
International students and for her many original contributions. They would also&#13;
like to thank Cambridge International Examinations for their detailed advice in&#13;
preparing the books and for permission to use many past examination questions.</note>
 <note type="statement of responsibility"></note>
 <subject authority="">
  <topic>Matematika</topic>
 </subject>
 <classification>510</classification>
 <identifier type="isbn">9781444146448</identifier>
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