/sci/ - Science & Math » Thread #13749511

26KiB, 554x554, itachi pepe.jpg

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Anonymous Thu 14 Oct 04:20:04 2021 No.13749511 View Reply Original Report

Quoted By: >>13749518 >>13749603 >>13749647 >>13750006

>adds up infinitely small things over some interval
>somehow the result is nonzero

Anonymous

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Anonymous Thu 14 Oct 2021 04:22:41 No.13749518 Report

Quoted By: >>13749641 >>13750559

>>13749511
>limit of sin(x)/x when x approaches infinity is 1
>a value between - 1 and 1 divided by an ever increasing value is still 1

Anonymous

Anonymous Thu 14 Oct 2021 05:12:20 No.13749603 Report

Quoted By:

>>13749511
>Kisame we're leaving... one infinitesimally small increment of distance at a time

Anonymous

Anonymous Thu 14 Oct 2021 05:31:26 No.13749641 Report

Quoted By: >>13749761

>>13749518
not hard to believe at all
https://www.google.com/search?hl=en&q=y%3Dsin(x)%2Fx

Anonymous

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Anonymous Thu 14 Oct 2021 05:34:58 No.13749647 Report

Quoted By:

>>13749511

Anonymous

Anonymous Thu 14 Oct 2021 06:36:32 No.13749761 Report

Quoted By: >>13749819 >>13749839

>>13749641
Proof by Google graph is a new one.

Anonymous

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Anonymous Thu 14 Oct 2021 06:45:37 No.13749786 Report

Quoted By: >>13749828

>grug put many pebble in to a pit in ground
>somehow pit not empty

Anonymous

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Anonymous Thu 14 Oct 2021 06:59:41 No.13749819 Report

Quoted By:

>>13749761

Anonymous

Anonymous Thu 14 Oct 2021 07:04:21 No.13749828 Report

Quoted By:

>>13749786
How did Grug find himself infinitesinal pebbles? Was he autistic?

Anonymous

Anonymous Thu 14 Oct 2021 07:11:19 No.13749839 Report

Quoted By:

>>13749761
Bro they're speaking in plain english so clearly they aren't looking for a formal proof and are retarded. Hence why would a formal proof help them understand anything. A graph is way better for brainlets like them

Anonymous

Anonymous Thu 14 Oct 2021 08:56:49 No.13750006 Report

Quoted By:

>>13749511
>over some interval
over INFINITE interval
also both are merely abstractions, but it IS a good question.

Anonymous

Anonymous Thu 14 Oct 2021 14:10:18 No.13750559 Report

Quoted By:

>>13749518
>>13749518
>limit of sin(x)/x when x approaches infinity is 1
It is not 1 you retard its zero

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