T
TryingToAscend2
Banned
-
- Joined
- Oct 13, 2022
- Posts
- 70
x³ + y³ = 3zyx + 8.
x + y + z = 0.
Therefore, what is the value of xz + zy ?
x + y + z = 0.
Therefore, what is the value of xz + zy ?
As far as I know, there is no formula for diophantine equations, you need intuitionIm not sure
But it seems like pretty straightforward math
If you just look up the formula for how to do these kinds of equations it should be pretty simple
just use a calculatorPerhaps @Animecel2D can be of assistance
You didnt comment on the Mikasa threadjust use a calculator
This indirectly insults my IQ...x³ + y³ = 3zyx + 8.
x + y + z = 0.
Therefore, what is the value of xz + zy ?
x³ + y³ = 3zxy + 8.5 years ago I could have solved this probably under a minute, not anymore.
Please share the solution if/when you have it.
How did you get -z^3=8?x³ + y³ = 3zxy + 8.
x + y = - z.
(x + y)³ + 3xy(-x - y) = 3xyz + 8.
-x - y = z.
-z³ = 8.
z = +-2.
z(x + y).
-2(2) = -4
2(-2) = -4
x + y = -z.How did you get -z^3=8?
It's already hereeI'm gonna guess it's zero. Let me know if you've found it yet.
This just sounds like one of those equations where the answer has to be zero; it's just too hard for me
I'm gonna watch this thread favorite it, please tell me the answer I should've learned this in school long ago
I got it, thanks manIt's already heree
Your whole equation is wrong here(x + y)³ + 3xy(-x - y) = 3xyz + 8.
I'm just rewriting x³ + y³ as (x + y)³ - 3xy(x + y), completing the cubeYour whole equation is wrong here
I wonder where " +3xy(-x-y) " came from
Ok GrAYcelx³ + y³ = 3zyx + 8.
x + y + z = 0.
Therefore, what is the value of xz + zy ?
Paragoncel*Ok GrAYcel
I once maxxed out when this shit was .co, GrAYwadParagoncel*
.co isn't old thoughI once maxxed out when this shit was .co, GrAYwad
Ok GrAYlord.co isn't old though
Ok, OrangeboyOk GrAYlord
Ok GrAYOk, Orangeboy