No way!
Thursday, 13 Mar 2025
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I mean, is there a problem with 0.999999999… = 1 ?
If two real numbers are different, you should be able to find another real number between them.
And I challenge you to find any between 0.99999999… and 1.
It’s a notational problem rather than a mathematical one
People who haven’t paid attention in school think periodic decimal fractions are imprecise, and they are wrong.
Someone didn’t learn calculus.
What’s really going to bake your noodle is when you find out that the sum of all natural positive integers is -1/12.
Fuck math
8 + = + D = 8=D …. Oh my god!!😱😨😰!!!! How could it be?!?? Explain that nerds
0.333…~1/3
0.999…~3/3
0.9999999999…≠3/3=1
1/3=0,333… but 3/3≠0.9999…
0.9(9)**≈1**
wouldnt 3.333333 be= 3.4 then