Elements of Algebra
This book is an edited reprint of Part I of J. Hewlett's 1822 English translation. Leonhard Euler (1707--1783) is one of the most influential and prolific mathematicians of all time. His Elements of Algebra is one of the first books to set out algebra in the modern form we would recognize today. However, it is sufficiently different from most modern approaches to the subject to be interesting for contemporary readers. Indeed, the choices made for setting out the curriculum, and the details of the techniques Euler employs, may surprise even expert readers. It is also the only mathematical work of Euler which is genuinely accessible to all. Euler's style is unhurried, and yet rarely seems long winded.
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Algebra as taught in conventional schools and as taught by the ancient schools are worth comparing. For example on page 8 of this book we find that 1x2x3x4x5x6x7x8x9 gives a number 3628800. In the beejaganitha of Indian astronomers a middle number, an integer of this number is accepted as the squareroot of Time. because if we multiply 19 X19 we get 361 , the nearest number to the degrees of a circle 360. 1900x1900=3610000.1910x1910=3648100.Removing the decimals and zeroes it is near to the number of days taken by earth to complete one revolution around sun (364.8),the nearest numebrs taken to comprehend the squareroot of Time in a cyclical function and the number of actual days taken by earth to complete one round. The number we get by multiplying 1 upto 10 in the book (page 8) is between 361 and 364.8 (362.8 being the number equal to 1x2x3x4x5x6x7x8x9x10)
Algebra is more than mere exercise in mathematics but is applied mathematics in cosmology and calculation of Time in respect to earth, sun,moon,planets and stars and beyond in kalpa and yuga.I have always found it very fascinating!!!!
Dr Suvarna Nalapat
LibraryThing ReviewUser Review - richardhobbs - LibraryThing
I love this book even though I am awful at Math... Read full review
Euler's Elements of Algebra
His Elements of Algebra is one of the first books to set out algebra in the modern form we would recognize today. However, it is sufficiently different from ...
web.mat.bham.ac.uk/ C.J.Sangwin/ euler/ index.html
Elements of Algebra - Wikipedia, the free encyclopedia
Elements of Algebra is a mathematics textbook by mathematician Leonhard Euler, originally published circa 1765. His Elements of Algebra is one of the first ...
en.wikipedia.org/ wiki/ Elements_of_Algebra
First Section. Euler’s work organized chronologically by date of ...
First Section. Euler’s work organized chronologically by date of publication. 1726. E1 Constructio linearum isochronarum in medio quocunque resistente, ...
www.math.dartmouth.edu/ ~euler/ docs/ translations/ enestrom/ Enestrom_Index.pdf
A tale of two curricula: Euler's algebra text book
In particular it is about one of his books, Elements of Algebra [4 - read a review in this issue of Plus]. This mathematician was Leonhard Euler and his ...
plus.maths.org/ issue45/ features/ sangwin/ index.html
As soon as his health had recovered, he began to put in long hours working on the Elements of Algebra. In 1739, with his book close to completion, ...
www-groups.dcs.st-and.ac.uk/ ~history/ Biographies/ Saunderson.html
Elements of Algebra - shopwiki
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Euler's work in Number Theory
Euler later proved this for n=3 in his Elements of Algebra, see the attached .... Euler, Leonhard, Elements of Algebra, Dover Publications, New York, 1956. ...
www.math.rutgers.edu/ ~cherlin/ History/ Papers2000/ dunkelman.html
Convergence | Alien Encounters
Nicholas Saunderson, The Elements of Algebra (Cambridge, 1741); ... Leonhard Euler, Elements of Algebra , 1770, extract from the English (4th) edition of ...
mathdl.maa.org/ convergence/ 1/ ?pa=content&
JSTOR: Polygonal Roots
This article was inspired by Euler's Elements of Algebra, Section IV, Chap. 7. Note that for the sake of variety of expression here the words polygonal and ...
1 Background 2 Geometry
They are Elements of Algebra  and Introduction to .... Euler, Elements of Algebra, Springer-Verlag, Reprint of London: Longman, Ormew, ...
mathcircle.berkeley.edu/ BMC6/ ps/ Euler.pdf