and
are acute-angled triangles. Describe, and prove, how to construct the triangle
with the largest possible area which is circumscribed about
(so
contains
contains
, and
contains
) and similar to
%V0
$A_0B_0C_0$ and $A_1B_1C_1$ are acute-angled triangles. Describe, and prove, how to construct the triangle $ABC$ with the largest possible area which is circumscribed about $A_0B_0C_0$ (so $BC$ contains $B_0, CA$ contains $B_0$, and $AB$ contains $C_0$) and similar to $A_1B_1C_1.$
Školjka