A stop sign is a regular octagon. This stop sign has a height of 30 inches and each side is 12.43 inches. The area of a 30-inch sign is ____ in^2 to the nearest square inch.
Here is that same problem previously worked on OpenStudy. Take a look although for understanding, I think it's best to start from scratch here. See what you think: http://openstudy.com/study#/updates/511c3594e4b06821731b0e35
@swanson_kaitlin What do you think we should do?
It's still kind of confusing to me, do we split the octagon into simpler shapes and then add the areas, or is there a way to find the area of an octagon?
We'll use Area = 1/2 times apothem times perimeter. A stop sign is a regular octagon so the formulas from yesterday apply. Question: Do you know right triangle trig ratios - sine, cosine, that sort of thing?
@swanson_kaitlin Waiting on a reply. :)
I don't. :o
I'll get a diagram. Just a sec.
Your task is to do the multiplication: (1/2) times (15) times (12.43) times 8 = ? Let me know what you get.
I'm ready to compare answers when you are. No rush.
I got 745.8?
That is what I got. Is it an option?
It's just a fill in the blank question, no multiple choice options. That makes sense though so I'll try it. Thank you!
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