Can someone help me solve this math problem?
I'll post it in a second
are there any equations you know for the area of a regular octagon that might help us. its been a while since i took geometry.
Same here :/
one sec
Okay
im looking at this webpage (around the middle of the page) where it talks about the area of the octagon. http://www.mathwords.com/a/area_regular_polygon.htm
Looks pretty complex... and from that i have to find the area of the "rectangle" inside it.
"Measure one side of a regular octagon. Figure the area of a regular octagon using the formula A= 2(1 + √2)S² where S is the length of a side and A is the area."
I got that from Googling...
S^2 = 1/(2+ 2rad2)...?
so one side would be the square root of that...?
yes
well, i still got the wrong answer...
i got 2/(2 + rad2)
but that's not a choice
that's because you need to find the apothem, not the side length. the apothem is the perpendicular distance from the center of the polygon to one of the sides.
but i did
it's a rectangle, you need the side length and that thingy
i found that thingy to be 2(rad(1/(2_rad2)))
and then i multiplied it with the side and got my answer
even with the formula for it, i still need the radius, and i do not know how to find the radius...
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