- #1
arthurav
- 2
- 0
I have this formula:
(x+α)(x+α)*(y+β)(y+β)*(z+γ)(z+γ)=xx*yy*zz
where α+β+γ=0
I think there might be a distance relationship between x, y and z that would satisfy the equation: if x,y and z are varied with keeping a certain measure of distance constant, the equation will be verified. This is a presupposition of mine I would like to prove or disprove, but I don't know where to start.
Do you have any ideas?
Thank you.
(x+α)(x+α)*(y+β)(y+β)*(z+γ)(z+γ)=xx*yy*zz
where α+β+γ=0
I think there might be a distance relationship between x, y and z that would satisfy the equation: if x,y and z are varied with keeping a certain measure of distance constant, the equation will be verified. This is a presupposition of mine I would like to prove or disprove, but I don't know where to start.
Do you have any ideas?
Thank you.