Problem:
A angle-angle-side triangle has angles $7 {}^{\circ}$ and $117 {}^{\circ}$ and a side of length $9$. Determine the locations of the triangle's vertices and the three interior angles.
Answer:
Vertices: ${\{0,0\}, \{9 \cos (34 {}^{\circ}) \csc (7 {}^{\circ}),0\}, \{9 \cos (27 {}^{\circ}) \cot (7 {}^{\circ}),9 \cos (27 {}^{\circ})\}}$ 
Angles: ${7 {}^{\circ}, \frac{1}{2} (54 {}^{\circ}+\pi ), \frac{1}{2} (\pi -68 {}^{\circ})}$
{'source': 'AMPS', 'file': 'amps/mathematica/geometry/triangles/26013.txt'}