Possible solution? This was the closest I could come but I’m unhappy with the answer. If you want to contact me- nikoliishot@aim.com X being any positive integer. i being imaginary (x sqrt(3))^2, ((x2)i)^2, (x)^2 ((x sqrt(2))i)^2, 0, (x sqrt(2))^2 (xi)^2, (x2i)^2, ((x sqrt(3)i)^2 I’m formatting on a phone sorry Reply
This was the closest I could come but I’m unhappy with the answer. If you want to contact me- nikoliishot@aim.com
X being any positive integer. i being imaginary
(x sqrt(3))^2, ((x2)i)^2, (x)^2
((x sqrt(2))i)^2, 0, (x sqrt(2))^2
(xi)^2, (x2i)^2, ((x sqrt(3)i)^2
I’m formatting on a phone sorry