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[2C7]≫ [PDF] Gratis 30Second Maths Richard J Brown 9781848313699 Books

30Second Maths Richard J Brown 9781848313699 Books



Download As PDF : 30Second Maths Richard J Brown 9781848313699 Books

Download PDF 30Second Maths Richard J Brown 9781848313699 Books

From Rubik's cubes to Godel's incompleteness theorem, everything mathematical explained, with colour illustrations, in half a minute. Maths is enjoying a resurgence in popularity. So how can you avoid being the only dinner guest who has no idea who Fermat was, or what he proved? The more you know about Maths, the less of a science it becomes. 30 Second Maths takes the top 50 most engaging mathematical theories, and explains them to the general reader in half a minute, using nothing more than two pages, 200 words and one picture. Read at your own pace, and discover that maths can be more fascinating than you ever imagined.

30Second Maths Richard J Brown 9781848313699 Books

I want to own the whole lot of them. They are well thought out and of high quality in both content and production. My 11 year old son has learned more about Einstein than most people from reading the 30 second Theories book. Wonderful, every household should have a set!

Product details

  • Hardcover 160 pages
  • Publisher Icon Books (May 1, 2012)
  • Language English
  • ISBN-10 1848313691

Read 30Second Maths Richard J Brown 9781848313699 Books

Tags : 30-Second Maths [Richard J. Brown] on Amazon.com. *FREE* shipping on qualifying offers. From Rubik's cubes to Godel's incompleteness theorem, everything mathematical explained, with colour illustrations,Richard J. Brown,30-Second Maths,Icon Books,1848313691
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30Second Maths Richard J Brown 9781848313699 Books Reviews


I have no idea who the target readers of this book are. As somebody who had taken the GCE A-Level Maths exam, I simply like it much. If my Maths teachers taught me as interestingly as the author did, I might have become a mathematician or scientist rather than a ....... In short, recommended!

p.s. Below please find some favourite passages of mine for your reference.
Suffering from chronic migraines, insomnia and dyspepsia, Pascal’s short but productive life was lived for the most part in great pain. Despite this, he became an outstanding mathematician, physicist, philosopher and theologian, and worked (and quarreled) with the greatest minds of his time. Home schooled and motherless from the age of six, Pascal was forbidden to study Maths by his father, so of course he did it in secret. When he was 12, his father relented and the young Pascal applied himself even harder…..Throughout his adult life Pascal had regular spats with Descartes over the existence (or not) of a vacuum. Descartes wrong opined that there was no such thing, which led to Pascal’s book on hydrostatics. He also found time to develop the idea of “Pascal’s Triangle”, and establish the principles of probability theory in correspondence with Pierre de Fermat. Pg29
What is the best strategy for winning “Scissors, paper, stone”? If you decide to play scissors more often than paper or stone, then your opponent can exploit this by increasing the number of times he or she plays stone. Unless you can find a pattern in your opponent’s behaviour, however, the best long term strategy is to pick from the three options at random each time. When playing this way, you will win, lose and draw equally often. This is what known as an “equilibrium” of the game since, if both players are using this strategy, there is no way either of them can increase their number of wins by changing tactic. A centrepiece of game theory is the celebrated fact, proved by John von Neumann and expanded by John Nash, that a huge variety of games are guaranteed to have equilibria. Pg56
In a group of 1000, on average 10 have the disease (1%) and 9 of these will test positive (true positives). The remaining 990 do not have the disease, and 10% of these (The test is 90% accurate), or 99, will still test positive (false positives). The false outnumber the true positives by 99 to 9, so the odds are 111 against one having the disease. Pg70
(In topology) While i is equivalent to j and to the number 11, it is not equivalent to L or 3. Meanwhile the hole in an O also cannot be removed, making it topologically identical to an A and a 9 but not to an 8. Pg116
Nice book too. I recommend it as well.
Very interesting, - simple explanations - solid refresher
Since this book is no longer carried in stores, this was a good price for a good book. It is part of a set, so if you're looking to complete it, it may be a good idea to get a copy before it hits $20+.
this has been super useful as a concept overview conversation starter in the classroom
I want to own the whole lot of them. They are well thought out and of high quality in both content and production. My 11 year old son has learned more about Einstein than most people from reading the 30 second Theories book. Wonderful, every household should have a set!
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