ENTER YOUR ANSWER AND SHOW ALL THE STEPS THAT YOU USE TO SOLVE THIS PROBLEM IN THE SPACE PROVIDED.
FIND THE AREA OF THE COMPLEX FIGURE.
31M
69 M
31 M
23 M
23M
12 M
To find the area of the complex figure, we need to divide it into smaller rectangles and triangles and then add up their areas.
First, we can divide the figure into two rectangles with dimensions 69m x 31m and 23m x 31m.
The area of the first rectangle is:
69m x 31m = 2139 square meters
The area of the second rectangle is:
23m x 31m = 713 square meters
Next, we can divide the figure into two triangles with base 31m and height 12m.
The area of each triangle is:
(31m x 12m) / 2 = 186 square meters
We can add up the areas of all the smaller shapes to find the total area of the complex figure:
2139 + 713 + 186 + 186 = 3224 square meters
Therefore, the area of the complex figure is 3224 square meters.