The sides of triangle XYZ are XY = XZ = 25 and YZ = 40. A semicircle is inscribed in triangle XYZ so that its diameter lies on \(\overline{YZ},\) and is tangent to the other two sides. Find the area of the semicircle.

envoy Aug 10, 2020

#1**+2 **

**The sides of triangle XYZ are XY = XZ = 25 and YZ = 40. **

**A semicircle is inscribed in triangle XYZ so that its diameter lies on \(\overline{YZ}\), and is tangent to the other two sides. **

**Find the area of the semicircle.**

**Answer by CPhill see here: https://web2.0calc.com/questions/geo-help-thank-you-stay-safe#r2**

heureka Aug 10, 2020