/sci/ - Science & Math » Thread #12233957

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Anonymous Thu 15 Oct 09:04:46 2020 No.12233957 View Reply Original Report

Quoted By: >>12233971 >>12233979 >>12233998

I don't want to live in a world where human beings can't even solve this? Why do I have an IQ of 135 :(

Anonymous

Anonymous Thu 15 Oct 2020 09:11:46 No.12233971 Report

Quoted By: >>12233975

>>12233957
>human beings can't even solve this
The solutions are right there under ''complex solutions''. Hope I could help :)

Anonymous

Anonymous Thu 15 Oct 2020 09:14:00 No.12233975 Report

Quoted By: >>12233980

>>12233971
it's called understanding how u arrive at that answer though lol

Anonymous

Anonymous Thu 15 Oct 2020 09:15:11 No.12233976 Report

Quoted By: >>12236038 >>12236190

Actually fourth order polynomials are always solvable. It's 5th order polynomials where we really shit the bed.

Anonymous

Anonymous Thu 15 Oct 2020 09:18:05 No.12233978 Report

Quoted By:

ohhh look me im só Smart

Anonymous

Anonymous Thu 15 Oct 2020 09:18:05 No.12233979 Report

Quoted By: >>12233981 >>12233993

>>12233957
Why is the second complex solution $\frac {1-i} {sqrt[4]{2} }$ instead of $-i sqrt[4]{2}$ ?

Anonymous

Anonymous Thu 15 Oct 2020 09:18:49 No.12233980 Report

Quoted By:

>>12233975
In this case use the ''step-by-step solution'' on the right. Have a good day.

Anonymous

Anonymous Thu 15 Oct 2020 09:19:13 No.12233981 Report

Quoted By: >>12234029

>>12233979
wtf, the latex guide told me that would work

Anonymous

Anonymous Thu 15 Oct 2020 09:29:24 No.12233993 Report

Quoted By:

>>12233979
(2^(1/4))^4

Anonymous

Anonymous Thu 15 Oct 2020 09:30:28 No.12233998 Report

Quoted By: >>12234005

>>12233957
I learned this kind of stuff in middle school but completely forgot it all. Anytime I need any math at all I just enter it into a calculator, and as long as I know the basics of algebra, I'm fine.

Anonymous

Anonymous Thu 15 Oct 2020 09:36:10 No.12234005 Report

Quoted By: >>12234012 >>12236043

>>12233998
yeah, that doesn't work when trying to find a solution to coupled partial differential equations.

Anonymous

Anonymous Thu 15 Oct 2020 09:41:45 No.12234012 Report

Quoted By: >>12234068

>>12234005
What can you do with coupled partial differential equations? Model heat flow through higher dimensions? lol :)

Anonymous

Anonymous Thu 15 Oct 2020 09:49:22 No.12234029 Report

Quoted By:

>>12233981
its \sqrt{}

Anonymous

Anonymous Thu 15 Oct 2020 10:09:47 No.12234068 Report

Quoted By: >>12234077

>>12234012
The entropic state of projection from higher dimensions would actually be extremely useful.

Anonymous

Anonymous Thu 15 Oct 2020 10:15:13 No.12234077 Report

Quoted By: >>12234078

>>12234068
for you

Anonymous

Anonymous Thu 15 Oct 2020 10:15:34 No.12234078 Report

Quoted By:

>>12234077
and us

Anonymous

Anonymous Thu 15 Oct 2020 21:31:43 No.12236038 Report

Quoted By: >>12236190

>>12233976
Polynomials... always have a solution.

.t you have the stupid

Anonymous

Anonymous Thu 15 Oct 2020 21:32:52 No.12236043 Report

Quoted By:

>>12234005
Actually you CAN solve that with a pocket calculator.

(its called eulers method)

Anonymous

Anonymous Thu 15 Oct 2020 22:19:04 No.12236190 Report

Quoted By:

>>12236038
OP mentioned human solutions.
There is no general 5th degree polynomial solution equation for us analytical humans, right?
I think that's what >>12233976 is referencing.

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