There are three concentric circles with center \(O\) and radii \(3,5,7\) units.
Points \(A,B,C\) are on these circles, one on each circle.
Find the smallest integer greater than maximum possible area of \(\triangle ABC\).
Remember the Aim in Archery?
C'mon! Archery is irrelevant here!
There's no Archery without Aim