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Real numbers are not divisible by 0, because there is no quotient that 0 could then be multiplied by to obtain the original number.

In ordinary arithmetic, division by 0 is therefore an "undefined" process.

There is an inaccurate popular assumption that any number divided by zero equals infinity, as would be the case for an infinitely small non-zero divisor.

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βˆ™ 7y ago
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βˆ™ 12y ago

Nothing at all can go into zero. So

zero divided by anything is zero.

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