Question

the figure below is made of a square and half - circles. area of the square = 576 square feet. area of the half circles = 216π square feet. the area of the entire figure is approximately square feet.

Explanation:

Step1: Identify given areas

We know area of square $A_{s}=576$ square - feet and area of half - circles $A_{h}=216\pi$ square - feet.

Step2: Calculate total area

The total area $A$ of the figure is the sum of the area of the square and the area of the half - circles. So $A = A_{s}+A_{h}$. Substitute $A_{s}=576$ and $A_{h}=216\pi$. We know that $\pi\approx3.14$. Then $A = 576+216\times3.14$. First, calculate $216\times3.14 = 678.24$. Then $A=576 + 678.24=1254.24$.

Answer:

$1254.24$