Question 10
(ROM 4) Consider two segments of length $a,b$ $(a>b)$ and a segment of length $c=\sqrt{ab}$.
(a) For what values of $a/b$ can these segments be sides of a triangle?
(b) For what values of $a/b$ is this triangle right-angled, obtuse-angled, or acute-angled?
(a) For what values of $a/b$ can these segments be sides of a triangle?
(b) For what values of $a/b$ is this triangle right-angled, obtuse-angled, or acute-angled?