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07-23-2008, 08:21 PM
| #1 (permalink) |
| Gunzfactorian Guardian  |  If a AAngelBunny jumped at me.... I would unzi-[This section of the text has been censored due to its pornographic nature]-fter taking some pictures, i would fu-[This section of the text has been censored due to its pornographic nature]-ill there was blood all over my pe-[This section of the text has been censored due to its pornographic nature]-her ass on my trophy stand. Now what do you think the moral of this story is children |
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07-23-2008, 09:12 PM
| #11 (permalink) |
| Gunzfactorian Veteran Hero  | Re: If a AAngelBunny jumped at me.... infinity, in mathematics, that which is not finite. A sequence sequence, in mathematics, ordered set of mathematical quantities called terms. A sequence is said to be known if a formula can be given for any particular term using the preceding terms or using its position in the sequence. ..... Click the link for more information. of numbers, a1, a2, a3, … , is said to "approach infinity" if the numbers eventually become arbitrarily large, i.e., are larger than some number, N, that may be chosen at will to be a million, a billion, or any other large number (see limit limit, in mathematics, value approached by a sequence or a function as the index or independent variable approaches some value, possibly infinity. For example, the terms of the sequence 1-2, 1-4, 1-8, 1-16, … are obviously getting smaller and smaller; since, ..... Click the link for more information. ). The term infinity is used in a somewhat different sense to refer to a collection of objects that does not contain a finite number of objects. For example, there are infinitely many points on a line, and Euclid demonstrated that there are infinitely many prime numbers. The German mathematician Georg Cantor showed that there are different orders of infinity, the infinity of points on a line being of a greater order than that of prime numbers (see transfinite number transfinite number, cardinal or ordinal number designating the magnitude (power) or order of an infinite set ; the theory of transfinite numbers was introduced by Georg Cantor in 1874. ..... Click the link for more information. ). In geometry one may define a point at infinity, or ideal point, as the point of intersection of two parallel lines, and similarly the line at infinity is the locus of all such points; if homogeneous coordinates (x1, x2, x3) are used, the line at infinity is the locus of all points (x1, x2, 0), where x1 and x2 are not both zero. (Homogeneous coordinates are related to Cartesian coordinates by x=x1/x3 and y=x2/x3.) |
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