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Jacob
4.9K posts
Jacob
@jacobisnormal
It’s hard to make predictions, especially about the future.
Katılım Şubat 2022
249 Takip Edilen78 Takipçiler
Jacob retweetledi
it is so hard to find a simple game used mlb baseball. i don’t care if it was a home run or who hit it i just want a real mlb baseball. nothing fancy. is that too much for a man to ask
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Do yall think I should report them to the health department as vengeance bc I have info that could get them shut down
molly supreme 🩰@ledgerist_
@jacobisnormal They don’t even answer my questions like what… and it’s not fair. I only got to work the job for a month and I’m the poorest amongst my coworkers. I loved the job so much and it means more for me than them. Wtffff
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@ledgerist_ as someone who made a schedule for ~2 years they want you to quit or they just over hired
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Like what?????? I’m so tired of this shit I can’t take it anymore like what a silly thing to encounter my job only scheduled me for TWO DAYS for the entirety of next month… now I’m gonna have to look for a THIRD JOB. How is this fair or legal????
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Jacob retweetledi
@ledgerist_ @pujbro the sequence doesn’t “smooth out” but it does uniformly converge to the circle
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@pujbro @jacobisnormal But as they approach the circle they’d start to smooth out if there is uniform convergence
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@ledgerist_ @pujbro the meme assumes that if a sequence of arcs unformly converges to some arc, say gamma, then the sequence of arc lengths will converge to the arc length of gamma. but this is not true and the meme itself is a sufficient counterexample.
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@jacobisnormal @pujbro I was gonna say but I still don’t entirely understand why this doesn’t work lol
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@ledgerist_ @pujbro i misremembered. the approximation does actually uniformly converge to the circle, it’s just even that doesn’t guarantee the sequence of arc lengths will converge to the arc length of the circle.
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@jacobisnormal @pujbro So because every point in the square won’t simultaneously approach the circumference of the circle, this isn’t true? Like some points would never approach the circle perfectly?
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