- #1
trini
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Ok so I'm playing around with my claculator the other day and i realize that sometimes when you play around with roots(for example root 2 +root 3) you get finite numbers, and these numbers are always 8 dp long. Is there some reason for this? here are a few examples:
root 2 + root 3 = 3.14626437
root 6 x root 8 = 6.92820323
root 3 + root 6 = 4.18154055
root 2 + root 5 = 3.65028154
just to name a few. considering that individually all these roots are infinite, how do they always condense to 8 dp finite numbers?
root 2 + root 3 = 3.14626437
root 6 x root 8 = 6.92820323
root 3 + root 6 = 4.18154055
root 2 + root 5 = 3.65028154
just to name a few. considering that individually all these roots are infinite, how do they always condense to 8 dp finite numbers?