Question

Find the area of the figure below

Answer 1

Answer: 551.714587 (round as needed)

Explanation:

25 x 15 = 375

pi(7.5^2) = 176.714587

176.714587 + 375 = 551.714587

Round as needed

Answer 2

`(225)/(4) \pi+375` ft squared

Explanation:

This figure is just made up of two semicircles, which add up to one circle, and 1 rectangle.

The rectangle area is easy; it's just length times width: 15 * 25 = 375.

Now, for the two semicircles. Since they just add up to 1 circle, we can find the area of a circle with radius (15/2). The area of a circle is:
`\pi r^(2)` , where r is the radius. So: A =
`\pi ((15)/(2) )^2=(225)/(4) \pi`.

Finally, we add these two areas together:
`(225)/(4) \pi` + 375.

Thus, the answer is
`(225)/(4) \pi+375` ft squared.

Hope this helps!