Newton's Principia and Euclid's Elements

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The discussion centers on finding modern, accessible textbooks that convey the ideas of Isaac Newton and Euclid while using updated language. Participants suggest several titles that reinterpret Newton's work, including "Newton's Principia for the Common Reader" by Chandrasekhar, "Force and Geometry in Newton's 'Principia'" by Gandt, and "Magnificent Principia: Exploring Isaac Newton's Masterpiece" by Pask. For Euclid's "Elements," resources like Mathwonk's accessible notes and David Joyce's online compilation are recommended. Additionally, David Heath's 1925 translation of Euclid is mentioned for those interested in a more traditional yet comprehensive approach. The focus is on retaining the essence of the original texts while making them more approachable for contemporary readers.
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I have always wanted to read the textbooks in the thread title.

But their styld is so old.

Does someone know of any "middle of the road" textbooks?

By that, I mean: books that basically teach what these two men wrote, but, perhaps with updated language, or some really-not-essential stuff removed.

I am not as much interested in learning about topics from the books (well, I suppose I sort of am) -- but more like, learning how these men thought (but with occassional and precise rewording of some basic things).
 
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A while back Mathwonk posted a link to some very accessible notes he put together about Euclid's proofs:

http://alpha.math.uga.edu/~roy/camp2011/10.pdf
 
A free 21st century version of Euclid (recommended by Stillwell in Four Pillars of Geometry) is an online compilation from David Joyce available here:

https://mathcs.clarku.edu/~DJoyce/java/elements/elements.html

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if you really want to dive into original Euclid, Stillwell would recommend David Heath's English translation -- dated 1925 and quite long (all of Elements plus a lot of commentary from Heath).
 
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