Answer:
Area: 776.7 ft²
Perimeter: 55.1 ft
Explanation:
The figure is composed of two semi-circles and a rectangle, solve for the area of each figure:
Two semi-circles (which is one circle because they have the same diameter):

The rectangle:

Add them up to get:

Rounding gives 776.7
Now, the perimeter.
Solve for the circumference of the circle and add only the bases of the rectangle:

And add the two bases:

Rounding gives 55.1
And don't forget to put the units.