In R, the set of real numbers, we will try to divide it by any real zero of R.
But first, what is a division? Simply a series of subtractions. For example, if we divide 12 by 3: 12 / 3 = 4, we only subtract four times three to twelve get zero.
What happens if we divide 12 by 0. Well, it does absolutely nothing happens for the simple reason that in this sense of the subtraction, only this one, zero is neutral. Example: 12-0-0-0-0-0-0 ...... = 12!! So mathematics
surface is perfectly fair when they say that division by zero is not feasible. Nothing to say, it is easily provable and demonstrable mathematical life or surface.
By cons, if we take as a definition "How many times can I escape?" then we get a stunning result: Rs. Indeed, whatever x belonging to R, I can subtract x times 0 and y but without finishing the division, without having begun even as there is not at all divided. Thus we see that R is the solution to the question: "How many times can I subtract?" But NO LIFE, so in memory.
In R:
y / 0 = NO LIFE R
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