Teacher2Teacher 
Q&A #3893 
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From: Dimas To: Teacher2Teacher Public Discussion Date: 2006122822:12:56 Subject: Re: Re: Re: Dividing by zero You will kill me, but I will try an absurd (philosophical  my matter) answer based on what Iīve read here. If possible, read Loydland, Guz and Santossuono first. Remember that division is a multiplication process. By the inverse of the number. I know, I know, the opposite of zero doesnīt exists. Just give me a chance. When uou do 1 / 0.25, I mean a number for a fraction, you get a bigger number. It means that divide is multiply by the inverse. 1 / 0.500 = 2 1 / 0.250 = 4 1 / 0.125 = 8 1 / 0.100 = 10 1 / 0.050 = 20 1 / 0.010 = 100 1 / 0.001 = 1000 = 10e3 (...) 1 / 10e(20) = 10e20. If you try this (in a graph?): f(x) = a / x <=> how smaller the x, bigger the a. f(1 x 10e20) = = a / 0,00000000000000000001 = = a * 10e(20). 1 / (1*10e20) = 1*10e20 =~ 0 1 / (1*10e20) = 1*10e20 so, for a very very big x: 1 / 1*10e(x) = 1.10e(x) =~ 0 and, why not? 1 / 1*10e(x) = 1.10e(x) =~ infinity That's why I think that the inverse of nothing is everything. So: 0e(1) = 0^ (0 elevated by 1 = everything). for 1/0 = "infinity" = 0^ 0 * 0^ = 1 <=> { 1 / 0^ = 0 (ok!) [remember: 1/1*10e20 = 1.10e20 =~ 0 ] and 1 / 0 = 0^ (ok!) [remember: 1/1*10e20 = 1.10e20 ] } BUT: x * 1/0 = x * 0^ x = 0 * x * 0^ => FALSE If the x wasnīt anulated by 0, or "infiniticized" (sic) by the infinity (sorry if x times infinity is not infinity, I didnīt study Cauculus yet  pardon me), but just if would growed by or reduced by... Well, it didīt work. I think it happened because <b>when you treat a imensurable thing like a mensurable, it canīt be calculated</b>. What I really want to show is that hipotetically it works very well (on my sick mind). <b>Don't ever forget that math is based on the concept of quantity<b>. The idea of zero is the idea of nothing. And it doesnīt exists. Perhaps the idea of everything/infinity may be the answer. Why we canīt divide by zero? Because we can't multiply by infinity. Ok, ok. Itīs bullshit. I know all the algebrical reasons that makes division by zero impossible. But perhaps the inverse of anything (0) is everything (infinity). Just think like "very small" and "very big". (quantity) So, if you divide by the smallest, you are multipling by the biggest. x / smallest = x * biggest, and thatīs true.
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