A surveyor is attempting to measure the distance across a river at points A and B on opposing sides of the river. She marks points A and C on one side of the river and notes that the distance between them is 500 feet. Using her equipment, she measures the angles formed by the triangle created when she marks the locations and finds that LBAC measures 107.5 and ZACB measures 22.3. (see diagram) Find the distance across the river from point A to point B. Round your solution to 2 decimal places. 500 feet 22.3 a) 246.95 feet b) 2322.62 feet Od 205.06 feet Od) 1012.35 feet river 107.5 B