/sci/ - Science & Math » Thread #11619673

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Anonymous Thu 30 Apr 09:47:19 2020 No.11619673 View Reply Original Report

Quoted By: >>11620009

Imagine if (1^2+2^2+...+n^2)÷(1^2+2^2+...+(n-1)^2) approached infinity instead of approaching 1. Then calculus wouldn't work.

Anonymous

Anonymous Thu 30 Apr 2020 10:49:17 No.11619778 Report

Quoted By:

bump :^)

Anonymous

Anonymous Thu 30 Apr 2020 12:52:05 No.11620009 Report

Quoted By: >>11620010

>>11619673
imagine if 0=1 instead of 0. then math wouldn't work.

Anonymous

Anonymous Thu 30 Apr 2020 12:52:52 No.11620010 Report

Quoted By: >>11620014

>>11620009
But that wouldn't make sense but the argument in the OP post does make sense because imagine the number you add keeps approaching infinity, so the total number should approach infinity.

Anonymous

Anonymous Thu 30 Apr 2020 12:54:16 No.11620014 Report

Quoted By: >>11620019

>>11620010
imagine if 0+0+0+0... = infinity instead of 0. then math wouldn't work.

Anonymous

Anonymous Thu 30 Apr 2020 12:58:14 No.11620019 Report

Quoted By:

>>11620014
Hmm that's kinda a good point maybe.. but kinda dumb

Anonymous

Anonymous Thu 30 Apr 2020 13:03:18 No.11620032 Report

Quoted By: >>11620034

Imagine if $e^{i\pi}=42$ . Woah. Dude.

Anonymous

Anonymous Thu 30 Apr 2020 13:05:31 No.11620034 Report

Quoted By: >>11620047

>>11620032
an non-imaginary number exponented to a imaginary number cannot be a real number retard idiot

Anonymous

Anonymous Thu 30 Apr 2020 13:13:55 No.11620047 Report

Quoted By:

>>11620034
This post encapsulates /sci/ as a whole. So good.

Anonymous

Anonymous Thu 30 Apr 2020 14:00:14 No.11620173 Report

Quoted By:

imagine if x. y

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