Editing 904: Sports
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==Explanation== | ==Explanation== | ||
β | A random number generator is any object or program that arbitrarily selects and produces a number from within a pre-defined range of numbers. For example, a single six-sided die will produce any integer between 1 and 6, inclusive. In an unweighted random number generator, every number that it can possibly produce has the same odds of coming up. When rolling a single {{w|Dice#Manufacturing|precision die}}, for instance, there is an equal chance of rolling a 1, 2, 3, 4, 5, or 6. Conversely, in a weighted random number generator, some numbers are more likely to come up than others. For example, when rolling two dice, a seven is far more likely to come up than a two, as there are six possible ways to roll a seven but only | + | A random number generator is any object or program that arbitrarily selects and produces a number from within a pre-defined range of numbers. For example, a single six-sided die will produce any integer between 1 and 6, inclusive. In an unweighted random number generator, every number that it can possibly produce has the same odds of coming up. When rolling a single {{w|Dice#Manufacturing|precision die}}, for instance, there is an equal chance of rolling a 1, 2, 3, 4, 5, or 6. Conversely, in a weighted random number generator, some numbers are more likely to come up than others. For example, when rolling two dice, a seven is far more likely to come up than a two, as there are six possible ways to roll a seven but only two ways to roll a two. |
All sports generate numbers that are inherently random. Home runs, goals, sacks, passes, shots, hits, misses, errors, and many more such statistics are generated in every match of every sports game. The rules of the particular sport, as well as the skill of the participants, introduces bias toward certain values; hence, sports matches are weighted random number generators. | All sports generate numbers that are inherently random. Home runs, goals, sacks, passes, shots, hits, misses, errors, and many more such statistics are generated in every match of every sports game. The rules of the particular sport, as well as the skill of the participants, introduces bias toward certain values; hence, sports matches are weighted random number generators. |