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Thinking Skills: Critical Thinking and Problem Solving (second edition)
Cambridge International AS and A Level Chemistry
Cambridge International AS and A Level Accounting
Cambridge International AS and A Level Economics: Coursebook (third edition) by Colin Bamford and Susan Grant
Cambridge International AS and A Level Economics: Coursebook (second edition) by Colin Bamford and Susan Grant
Cambridge International AS and A Level Business 3rd edition by Peter Stimpson, Karen Borrington
Cambridge International AS and A Level Business by Andrew Gillespie, Malcolm Surridge
Cambridge International AS and A Level Geography Revision Guide by Paul Guinness, Garrett Nagle
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Cambridge International AS and A Level Biology Coursebook (Fourth Edition) by Mary Jones, Richard Fosbery, Jennifer Gregory and Dennis Taylor
Cambridge International AS and A Level Chemistry Coursebook (2nd Edition) by Lawrie Ryan and Roger Norris
Core Mathematics for A Level by L.Bostock and and S.Chandler
Mechanics for A Level by L.Bostock and S.Chandler
Further Pure Mathematics by Brian & Mark Gaulter
Mathematics Mechanics and Probability by L.Bostock and S.Chandler
Advanced Level Mathematics : Pure Mathematics 2 & 3 by Hugh Neill and Douglas Quadling
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Advanced Level Mathematics : Statistics 1 by Steve Dobbs and Jane Miller
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A concise course in Advanced Level Statistics (with worked examples) by J. Crawshaw and J.Chambers
Cambridge International AS and A Level Mathematics: Mechanics by Sophie Goldie
Cambridge International AS and A level Computing (Coursebook) by Chris Leadbetter, Roger Blackford and Tony Piper
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Cambridge International AS and A Level Mathematics Pure Mathematics 1
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Cambridge International AS and A Level Mathematics Statistics by Sophie Goldie, Roger Porkess
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Calculations for A-level Chemistry by E.N.Ramsden
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Critical Thinking Books (Pack) for A Levels:
-> Critical Reasoning: A Practical Introduction, 3rd Edition
-> Critical Thinking A Student’s Introduction 4th ed
-> Critical Thinking for A2
Chemistry Experiments by Pamela Walker and Elaine Wood
Edexcel A2 Physics Active Book
Advanced Level Physics third edition by M.Nelkon & P.Parker
O Level Classified Additional Mathematics
College Physics 9th Edition by Serway Vuille
Edexcel IGCSE Chemistry Student Book by Jim Clark
Edexcel IGCSE Physics (Student Book) by Brian Arnold, Steve Woodley and Penny Johnson
Edexcel IGCSE Biology
Chemistry in Context
Porter Further Mathematics
Advanced Mathematics Brown Pdf Download Gratis
O Level Biology Teachers Guide by Mary Jones
Longman Electromagnetism by John M. Osborne
Pakistan: History Culture and Government by Nigel Smith
Understanding Pure Mathematics by A.J Sadler and D.W.S Thorning
‘Complete Advanced Level Mathematics’ Pure Mathematics by Andy Martin – Kevin Brown _Simon Ailey
Physics Cutnell and Jhonson 8th Edition
Collins GCSE Geography (Instant Revision)
Schaums Outline of College Physics (10th edition) by Frederick J.Bueche and Eugene Hecht
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A textbook for an honorslinear algebra course (updated Sept. 4, 2017):
Linear Algebra Done Wrong.
by Sergei Treil
From the Introduction:
Thetitle of the book sounds a bit mysterious. Why should anyone read thisbook if it presents the subject in a wrong way? What is particularlydone 'wrong' in the book?
Beforeanswering these questions, let me first describe the target audience ofthis text. This book appeared as lecture notes for the course 'HonorsLinear Algebra'. It supposed to be a first linearalgebra course for mathematicallyadvanced students. It is intended for a student who, while not yet veryfamiliar with abstract reasoning, is willing to study more rigorousmathematics that is presented in a 'cookbook style' calculus typecourse. Besides being a first course in linear algebra it is alsosupposed to be a first course introducing a student to rigorousproof, formal definitions---in short, to the style of moderntheoretical (abstract) mathematics.
The target audience explains the very specific blend of elementaryideas and concrete examples, which are usually presented inintroductory linear algebra texts with more abstract definitions andconstructions typical for advanced books.
Another specific of the book is that it is not written by or for analgebraist. So, I tried to emphasize the topics that are important foranalysis, geometry, probability, etc., and did not include sometraditional topics. For example, I am only considering vector spacesover the fields of real or complex numbers. Linear spaces over otherfields are not considered at all, since I feel time required tointroduce and explain abstract fields would be better spent on somemore classical topics, which will be required in other disciplines. Andlater, when the students study general fields in an abstract algebracourse they will understand that many of the constructions studied inthis book will also work for general fields.
Also, I treat only finite-dimensional spaces in this book and a basisalways means a finite basis. The reason is that it is impossible to saysomething non-trivial about infinite-dimensional spaces withoutintroducing convergence, norms, completeness etc., i.e. the basics offunctional analysis. And this is definitely a subject for a separatecourse (text). So, I do not consider infinite Hamel bases here: theyare not needed in most applications to analysis and geometry, and Ifeel they belong in an abstract algebra course.
Terms of use:
This book is licensed under a CreativeCommons Attribution-NonCommercial-NoDerivs 3.0 Unported License.
Additional details: Youcan use this book free of charge fornon-commercial purposes, in particular for studying and/or teaching.You can print paper copies of the book or itsparts using either personal printer or professionalprinting services.