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The Babylonians used Pythagorean ideas long before Pythagoras

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Re: The Babylonians used Pythagorean ideas long before Pythagoras

#81
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Earlier quoted context omitted.

How would one discover the Pythagorean theorem without having a proof?

You could draw a right angle triangle and notice that the squares match without being able to prove that.

How would you notice that without proof? Seeing that two squares sum to the same area as a third isn't easy.

Re: The Babylonians used Pythagorean ideas long before Pythagoras

#82

Earlier quoted context omitted.

Or it was discovered by his followers and students (pythagoreans), or perhaps his name become associated with people who were mathematical philosophers at the time.

Yeah, it could be a case of syncretism: Pythagoras' school was perhaps a meeting of minds that took a bunch of disparate ideas/concepts from all over the world and finally nailed them down into more concrete shapes and merged similar but equivalent concepts into grander shared abstractions. Then things like "Pythagoras's school found" and "Pythagoreans believed" accidentally over the years get rubbed off to read "Pyt…

Prof Bursill-Hall had a fascinating theory that the early Christians were to blame for Pythagoras's elevation. The Pythagorean's believed, "all was number" and identified 2 and 3 with man and woman, 5 (= 2 + 3) with children, and 10 (= 2 + 3 + 5) with God(s).

The early church trying to enforce the slightly odd concept of the trinity found solace in a triangular number being equivalent to god.

As you say, proving this would be practically impossible.

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