Why don't mathematicians define 1/0 as something, like they define √-1=I?
Let's try it! Write [math]0\cdot s=1=s\cdot 0[/math], where [math]s[/math] = "something." What follows from that? We already have a problem: normally, [math]0x=0[/math] for all [math]x[/math].…
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