Prove geometrically that $X^2+Y^2-1$ cannot be factored. I have proved it algebraically but I don't have any idea how to prove it geometrically. Any help will be highly appreciated.
Thank you very much.
Prove geometrically that $X^2+Y^2-1$ cannot be factored. I have proved it algebraically but I don't have any idea how to prove it geometrically. Any help will be highly appreciated.
Thank you very much.
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