Now pretend I said octagon.
That's a horse of a different, er, shape.
Here's a link: [link]
Off-topic discussion. Wanna talk about corsets, duct tape, or physics? This is the place. Detailed discussion of any current-season TV must be whitefonted.
Okay, regardless of how you figure the area of the octagon and thus x (which I think I actually had done okay), the question is this -- the regular octagon with sides of length x is created by cutting the corners off a square with sides of length one centimeter. What formula (of the form ax*x + bx + c = 0) do you use to find x?
Until I found out it's a franchise and all contrived.
Enjoy what you enjoy, Wolfram! Resist the pressure to shun the commercial!
Hey Gus.
Why are people suddenly talking in code? It's confuuusing.
I want a lemon ice now. Or chocolate. In a paper cup from the window of a pizza place. In short, I want to go back to being six, when this was a major part of my summer routine.
Oh brenda, you're killing me here. Lemon ice. Want.
Frozen custard (brenda knows the joys of Kopps, I'm sure!). There's a place down the street from my apartment that's supposed to have good custard, and I've been very good about avoiding it so far. I'm thinking I might cave in this weekend.
Humming softly, looking around, waiting for the math talk to end
What formula (of the form ax*x + bx + c = 0) do you use to find x?
If the side of the cube is 1, then it's
0 = (1 + sqrt(2)) x - 1
Octagon. Okay. Well, that's 8 isosceles triangles with a 45 - 67.5 -67.5 angles and a side of length x opposite the 45. Such a triangle will have a height of x/(2tan(pi/8)) and area x^2/(4tan(pi/8)), so the octagon would be of area 2(x^2)/tan(pi/8), hmm. I can't remember how to calculate tan(theta/2). Blech.
Humming softly, looking around, waiting for the math talk to end
Oh, don't mind us. Play through!