Answer :
I have attached the missing image of the hexagon.
Answer:
Area of Shaded region = 34.785 ft²
Step-by-step explanation:
The area of the circle can be found using the radius given as 8 ft
A_c = πr²
A_c = π(8²)
A_c = 64π ft²
Now, this hexagon can be divided into 6 equilateral triangles with sides of length 8ft and angles of
60°
The trigonometry area rule can be used because 2 sides and the included angle are known. Thus,
Area of hexagon;
A_h = 6 x ½ x 8 x 8 x sin 60
A_h = 166.276878 ft²
Shaded region = area of circle - area hexagon
Shaded region = 64π - 166.276878
Shaded region = 34.785 ft²
