Draw a polygon. The length is 8 inches on top. 12 inches on bottom. Left inside is 7 in and right inside is 8 in. Find the area. 80in 65in 70in 75in
|dw:1467901741333:dw| The above diagram is an example of a polygon using the measurements given in the question (ABCD). As you can see, it is essentially composed of two different shapes: - A rectangle, and - A right-angled triangle (ABE) |dw:1467902115305:dw| -To find the area of the rectangle, we calculate length x width. -To find the area of the right-angled triangle above it, we caluclate (1/2 base) x (height). Here the base is the length BE (from point B to point E) and the height is the length AE (from A to E). So, the total area of the polygon will be these two values added together. Hope that helps! :)
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