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| Max Area of n-gon with Integer Sides | 29 Nov 2005 04:41 GMT | 19 |
Let P represent an n-sided polygon with side lengths 1,2,3,...,n and area A. If A is to be an absolute maximum how should the sides be ordered around the polygon? Example: n = 4 and sides 1,2,3,4. Which has the greatest posssible area? Is it the polygon with sides 1,2,3,4 or 1,3 ...
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| Looking for the "Dunks" Crossword Puzzle | 29 Nov 2005 03:26 GMT | 3 |
Many years ago, I came across a crossword puzzle about a family named "Dunk," who owned a piece of land. All of the answers were numbers to be filled in by solving the clues. I'm wondering if anyone might be able to help me find that original puzzle, or help me find similar, ...
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| W.F. | 29 Nov 2005 01:50 GMT | 1 |
Wilibold Slavic -[1906--1970] born in Zagreb-, was a reputed specialist in Probability Theory . Which was his name ( after 1926 ) ?
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| Partitioned Square | 28 Nov 2005 21:06 GMT | 4 |
A square ABCD is drawn with A at the bottom left corner, B at the top left corner, C at the top right corner and D at the bottom right corner. Total area =10,000 square units. E is on BC closer to B than to C F is on CD closer to D than to C
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| mental addition. | 27 Nov 2005 21:17 GMT | 1 |
Are there any really good websites to learn how to add say a list of 10 numbers in your head quickly? -JLC
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| Topology of the Universe | 26 Nov 2005 23:54 GMT | 12 |
If the universe is connected, then the only open and closed part is all or nothing.
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| ring layout | 24 Nov 2005 14:29 GMT | 3 |
Hoping someone can tell me what kind of problem the following is and how it can be solved? How to lay out a set of circles in a ring so that each circle is touching its neighbours, no circles overlap and the circles can be of
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| proof 1 + 1 = 3 | 24 Nov 2005 10:47 GMT | 18 |
...or something like that. I remember my high school math teacher showing me some such proof that seemed very logical but had a hidden flaw in it (dividing by zero maybe?). Anyway, does anyone know what I'm talking about and have such a thing?
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| Enigma 1363 | 24 Nov 2005 01:59 GMT | 7 |
I don't want an answer to this (since this is from newscientist and a small prize is given out) I think the answer is not unique. here is question:
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| WHAT IS THE CUBE ROOT OF INVENTORY? | 23 Nov 2005 21:47 GMT | 4 |
WHAT IS THE CUBE ROOT OF INVENTORY?
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| Comparing factors of b^k + 1 and factors of b+1 | 23 Nov 2005 21:46 GMT | 13 |
In the newsgroup de.sci.mathematik the following conjecture has been posted by Helmut Richter: Ist b>1 und k prim, so sind alle Primfaktoren <=k von b^k+1 auch
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| 4 quarter circles with radius 1 in a 1x1 square | 23 Nov 2005 20:26 GMT | 2 |
i tried to solve using algebra. i named each segments as a, b, and c. a being the middle square, b is a triangle branching off a, and c is the triangle with base with length 1.
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| Math can cause a brain-meltdown !!! | 21 Nov 2005 16:20 GMT | 3 |
Yes, math is dangerous and can cause a brain meltdown, or even worse, a paradox in timespace, leading to the destruction of the universe. Better give up math, math is more dangerous than high-explosives or highly radioactive materials !
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| Does poker betting exaggerate skill differences? | 21 Nov 2005 04:03 GMT | 5 |
Suppose five friends A, B, C, D, E have a weekly evening of poker in which they each start with $10 and play until one player has won all the money (a gain of $40). Their skills differ so that their respective probabilities of
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| silly question | 20 Nov 2005 05:55 GMT | 11 |
115/0.75 what am I doing here? Am I finding 75% of 115? also if I have 1,500 pounds but that is 25% of a total, how do i go about finding the 75% if the total isn't given
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