this is a calculus problem, that your all trying to solve with algebra. ergo, your all wrong.
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Anonymous2006-10-02 10:18
0 is a number, just not a real number
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Anonymous2006-10-02 10:20
>>8
You say pre-mayan as if the Mayans came up with the concept of 0. They didn't, they were inferior and stupid and I'm glad millions died when the spanish came.
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Anonymous2006-10-02 11:09
>>12
Reals ~ Complete Ordered Archimedean Field. Fields require an additive identity. So 0 is a real number. Stop spreading your idiocy.
>>1
Someone correct me if I'm wrong, but I'm pretty sure 1 / 0 <> infinity.
[1 / 0 = infinity] implies that you'll eventually get to 1 if you keep adding zeroes together. The number of zeroes added together to make 1 is uncountable, not infinite.
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Anonymous2006-10-12 14:23
yes and no.
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Anonymous2006-10-12 16:34
>>21
Too late :( He said where'd I get that, 0/0 is infinite.