Numbers in Minutes
Published on 7. November 2019
Book
Paperback/Softback
416 pages
978-1-78747-731-5 (ISBN)
Description
Why 60 seconds in a minute? Who invented zero? What exactly is pi? Why do mathematicians hunt prime numbers? And how can you get a number bigger than infinity?
To find out, take a tour through 200 important, fascinating and unusual numbers - the easy and entertaining way to grasp mathematics.
Numbers in Minutes demystifies the maths surrounding the key numbers including: zero, 1-40, negatives, percentages, prime numbers, fractions, decimals, pi, exponentials, imaginary numbers, squares and cubes, roots and powers, Fibonacci numbers, the golden ratio, millions and trillions, a googol, 'perfect,' 'kissing,' 'vampire' and 'weird' numbers, infinity, infinity+1 and other sizes of infinity...
Every number is explained in a few short paragraphs with a helpful picture, making the maths simple to understand and remember.
To find out, take a tour through 200 important, fascinating and unusual numbers - the easy and entertaining way to grasp mathematics.
Numbers in Minutes demystifies the maths surrounding the key numbers including: zero, 1-40, negatives, percentages, prime numbers, fractions, decimals, pi, exponentials, imaginary numbers, squares and cubes, roots and powers, Fibonacci numbers, the golden ratio, millions and trillions, a googol, 'perfect,' 'kissing,' 'vampire' and 'weird' numbers, infinity, infinity+1 and other sizes of infinity...
Every number is explained in a few short paragraphs with a helpful picture, making the maths simple to understand and remember.
More details
Series
Language
English
Place of publication
London
United Kingdom
Product notice
Paperback (UK-trade)
Dimensions
Height: 127 mm
Width: 126 mm
Thickness: 32 mm
Weight
333 gr
ISBN-13
978-1-78747-731-5 (9781787477315)
Copyright in bibliographic data and cover images is held by Nielsen Book Services Limited or by the publishers or by their respective licensors: all rights reserved.
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Other editions
Additional editions
Person
Julia Collins has a PhD in 4-dimensional Knot Theory from the University of Edinburgh where she was also the Mathematics Engagement Officer for five years. In 2016 she moved to Australia to work on the CHOOSEMATHS project at the Australian Mathematical Sciences Institute, before taking up a mathematics lecturing position at Edith Cowan University in 2019. She has won the How to Talk Maths in Public competition and co-organised the world's first Maths Craft Festival. Julia has been published in Nature and The Best Writing on Mathematics, and is the author of Get Smart: Maths.