1) Three sides of a quadrilateral have lengths \(127, 460,\) and \(793\). Find the range of permissible values for the fourth
side.
2) If \(a + b + c = 180^{\circ}\), find \(x + y + z\).
side.
2) If \(a + b + c = 180^{\circ}\), find \(x + y + z\).
4) In the figure shown, which segment is the longest?
5) In the figure shown, which segment is the shortest?
6) Find the restrictions on the value of \(r\).
7) List the sides of in order from shortest to longest.
8) Given: \(\overline{RT}\cong\overline{TM}\), \(m\angle Y + 50^{\circ} = m\angle TRY\)
Find: \(m\angle RMY\)
Find: \(m\angle RMY\)