About 0/0
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There is a proof that \( \frac{0}{0}\) is indeterminate because:
If you divide 0 by tiny positive numbers approaching 0, the answers approach \(+♾\).
And If you divide 0 by big negative numbers approaching 0, the answers approach \(-♾\).
Then \( \frac {0}{0}\) is indeterminate because it can’t be \(+♾\) and \(-♾\) at the same time.
Assuming this is true, why can’t \( \frac{0}{0}\) be \(+-♾\)? -
What would +-♾ mean anyway?
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