Answer:
184.1
Explanation:
You have 4 different areas you need to look at. 1 half circle with a diameter of 8, a triangle with a height of 5, base of 6 and right angle, a rectangle with the measures of 8 and 9 and another rectangle with measures of 6 and 12
Circle:

Area of the half circle is 25.1325
Triangle:

Area of the triangle is 15
Rectangle:

Area of first rectangle is 72
Area of 2nd rectangle is using 6 and 12 = 72
Now add all together for your total area