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Consider this figure of a hexagon. ( picture down below)

AHow is the hexagon represented by simpler polygons, and what are the dimensions of each of these simpler polygons?
BFind the area of the complex polygon.

PLEASE HELP ! Consider this figure of a hexagon. ( picture down below) (a) How is the hexagon represented by simpler polygons, and what are the dimensions of ea class=

Verified Answer :

Lcymllr

the similar polygon is a rectangle with dimensions of 11ft and 24ft.

to find the area you can use the area of the rectangle and subtract the two small triangles area. the one in the lower left has legs of 10ft and 4ft so the area is 20. the top right has legs of 4ft and 5ft so the area is 10.
the area of the rectangle is 264 because 11x24. subtract 20 and 10 from 264 to get

234 feet^2 which is the area of the polygon.

Answer:

Step-by-step explanation:

(A)

1 big rectangle-2 corner triangles

(B)

24 11 = 264 square feet the triangles

11-7

= 4

24 -14

=10

1/2 4 10

= 20

24-20 by 11-6

=1/2 4 * 5 =10

=264 - (20+10)

= 264 - 30

=234 square feet

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