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Apr 17th, 2006 08:51 AM | ||
Chojin |
Thanks for going to all that trouble, Marc, it really did help ![]() Blue Fox, does your rearrival mean that the prophecy of George has been fulfilled and that he will return a final time to give us a thousand years of peace? |
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Apr 17th, 2006 08:40 AM | ||
Blue Fox |
i hate math. it was the only class i got a B in this quarter. stupid teacher, i hope she chokes on something. ![]() |
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Apr 17th, 2006 12:57 AM | ||
kahljorn | My penis vomitted after reading the post above mine. | |
Apr 15th, 2006 01:47 AM | ||
The One and Only... | Calculus makes math infinitely more enjoyable. I'm guessing that the rounded table is a function of the angle or parametric? | |
Apr 14th, 2006 04:41 PM | ||
camacazio | I still want to see his alleged "square wheel" model. | |
Apr 14th, 2006 03:57 AM | ||
DamnthatDavid | hahah, the only reason I passed math was me copying off of Supafly. | |
Apr 13th, 2006 11:27 PM | ||
GADZOOKS |
haha, you guys were like MATH STINKS I'LL NEVER USE IT, but look at you now, you never thought a rounded table would come into your lives. BUT THEY ALWAYS DO KIDS, REMEMBER MATH! |
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Apr 13th, 2006 09:20 PM | ||
Supafly345 | you+me=us | |
Apr 13th, 2006 08:33 PM | ||
camacazio |
I forget how to do math without calculus. I read that with geniune entertainment. I like math. ![]() |
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Apr 13th, 2006 11:52 AM | ||
MLE | hey i remember that now! how refreshing! | |
Apr 13th, 2006 02:34 AM | ||
Marc Summers |
THE MATH WAY ![]() 1. Complete the circle that the rounded corner would make if it kept turning. ![]() 2. Calculate the area of that circle like so: a. Draw a straight line connecting two points of the circle, I think it's called a cord. It doesn't matter if it's directly in the center or not. Call this line A. b. Mark the midpoint of A. c. Draw a perpendicular line through the midpoint of A, connecting what will now be two opposite ends of the circle. Call this line B. I eyeballed this, so it's a little off ;/ d. Line B is now your diameter. Half of it is the radius, the midpoint is in the absolute center of the circle. Area is pi * r * r. ![]() 3. Draw a square that barely touches (is tangent to) the circle on all of the square's sides. ![]() 4. Area of the square is side * side, subtract the area of the circle to get the area between the circle and square. ![]() 5. Divide #4's area by 4. Exactly 1/4 of the area from number 4 is outside the curve, yet within the square. ![]() 6. Multiply #5 by 4 for the 4 rounded corners, and subtract that from the area of the shape as if it was a rectangle with points instead of curves. Ummm, I guess you could leave this and #5 alone since they basically cancel each other out, but it's good to show my work...I guess... ![]() ![]() Rankeri is almost right about the area of an ellipse: Pi * A * B. But A is half the length and B is half the height, just like the radius is half the diameter. Yea...I'm kinda bored right now... |
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Apr 12th, 2006 05:28 PM | ||
DeadKennedys |
Quote:
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Apr 12th, 2006 04:18 PM | ||
Guitar Woman | what's with the round offices? | |
Apr 12th, 2006 02:58 PM | ||
Schimid | it's all about the radius baby | |
Apr 12th, 2006 02:23 PM | ||
RaNkeri |
I remember that circles are can be solved if you know the length of it's r A=pi*r*r if the other are your talking about is an ellips(sorry, don't know the english word for it), you must know it's lenght(a) and heigth(b) then, you can solve it's area A= pi*a*b |
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Apr 12th, 2006 02:06 PM | ||
Chojin | milhouse that link you gave me doesn't have anything to do with planar area, just cubic/volume/etc stuff. I'm trying to figure out square footage in rounded rooms. My link isn't being too helpful with that, either. | |
Apr 12th, 2006 01:59 PM | ||
Chojin |
This is pretty useful: http://en.wikibooks.org/wiki/Geometry Comments and suggestions are still welcome |
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Apr 12th, 2006 01:57 PM | ||
Esuohlim |
Rounded corners is more of a calculus thing, I think. Try this: http://library.thinkquest.org/20991/...eo/solids.html |
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Apr 12th, 2006 01:51 PM | ||
Chojin |
High School Geometry Refresher? I need to measure some irregular objects here at the site for area. Some of these areas are circular, some have rounded corners. I need a refresher on my highschool geometry. Does anyone know of ways the internet could help me here? |