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What's wrong with my (obviously false) proof that the pythagorean theorem is incorrect:
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|dw:1568121513708:dw|
|dw:1568121537436:dw|
|dw:1568121559404:dw|
|dw:1568121573956:dw|
|dw:1568121597796:dw|
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After many iterations, the tiny squares will be so tiny it looks more like a straight line. After infinite many iterations, it'll become a straight line. |dw:1568121682603:dw| But since it's made out of tiny lines going right and down, the length of B = top line + right line so B = A + A
In other words: Iteration 1: A Iteration 2: A/2 + A/2 Iteration 3: A/4 + A/4 + A/4 + A/4 Iteration 4: A/8 + A/8 + A/8 + A/8 + A/8 + A/8 + A/8 + A/8 ... Iteration n: (A/n) * n = A Iteration infinity: idk
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