To determine the width of a river, forestry workers place markers on opposite sides of the river at points A and
B. A third marker is placed at point C, 58 meters away from point A, forming triangle ABC. If the angle in triangle
ABC at point C is 52° and the angle in triangle ABC at point A is 114°, then determine the width of the river to
the nearest tenth of a meter.
The width of the river is $\boxed{\phantom{0000}}$ meters.
(Round to one decimal place as needed.)
