It is not really correct to say that any positive number divided by zero is infinity. The "division algorithm" says that, for example, 8/2 = 4, because (2)(4) = 8If we try to carry this to division by 0, then we have8/0 =? This makes no sense because there is no quantity that can be multiplied by 0 and produce 8.
Any number multiplied by 0 would result in 0. Thus, we say that division by 0 is "undefined. "However, we can say that the "limit" of 8 divided by some number x is infinity, as x "approaches" zero.As for zero divided by zero, we don't run into the same contradiction as when we try to divide a non-zero number by zero.
But we cannot determine an answer to this division:0/0 =? Well, as we've already said 0 times any number is zero.So the "? " can be replaced by any number at all and we would have a true statement.
Thus, we say that 0/0 is "indeterminate.
In basic multiplication/division, anything multiplied/divided by 0 is 0.
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