Can all mathematical facts be proven?
Hi,
2 equations give 2 lines that cross a hyperbola and intersect on the x-axis
\(\displaystyle u_1+v_1=u_2-v_2\)
\(\displaystyle u_1v_1=u_2v_2\)
These 2 equations have infinitely many integer solutions.
Is there a way to prove this?
Hi,
2 equations give 2 lines that cross a hyperbola and intersect on the x-axis
\(\displaystyle u_1+v_1=u_2-v_2\)
\(\displaystyle u_1v_1=u_2v_2\)
These 2 equations have infinitely many integer solutions.
Is there a way to prove this?
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