The problem is looking for the area of the trapezoid. To solve for the area of a trapezoid, we can cut them into different shapes like rectangle and triangles.
First, we draw altitudes at M and L to make a rectangle with length 22 ft and width 17 ft. We subtract 22 ft from 32 ft and divide it by 2 in order to get the base for each triangle.
(32-22)/2 = 5 ft.
Next, we find the area of the rectangle. A = LW = 22 ft x 17 ft = 374 ft^2.
Then we find the area of the triangle: A = 0.5BH = 0.5 x 5 ft x 17 ft = 42.5 ft^2
Total area = 374 ft^2 + 2(42.5 ft^2) = 459 ft^2.
The answer is D.