Actually, its just a paradox, but it goes like this.
There is an infinite amount of numbers. Which means there is an infinite amount of odd numbers. The amount of odd numbers in existance is EXACTLY equal to the amount of numbers in existance, because infinite = infinite exactly. If the amount of odd numbers is EXACTLY equal to the amount of numbers, then all numbers must be odd.
Same can be said about Even numbers.
So, actual question: Is this paradox idea original? And, Do you like it? Does it make any sense?
2007-07-23
09:51:03
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15 answers
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asked by
Anonymous