Answer:
[tex]3764.8 \:meters$ (to the nearest tenth)[/tex]
Step-by-step explanation:
The Length of fence needed will be the sum of the Length of the two rectangles and the two semicircles.
Perimeter of a Semicircle =[tex]\pi r[/tex]
Perimeter of Two Semicircles[tex]=2\pi r[/tex]
Radius of the Semicircle =302 ÷ 2 =151 m
Therefore:
Perimeter of the Two Semicircles at each end
[tex]=2\pi *151\\=302\pi \:meters[/tex]
Length of the Two rectangular sides =1408+1408 =2816m
Therefore, Length of Fencing Needed
[tex]=302\pi +2816\\=3764.76 \\\approx 3764.8 \:meters$ (to the nearest tenth)[/tex]