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Nov 8, 2013 · $0$ is already a flawless, perfectly satisfactory answer to why we do not define 0/0 0 / 0 $0/0$ to be anything, so this …

${0}^{0}=0$ Right here, it seems like 00 0 0 ${0}^{0}$ can be equal to either 0 0 $0$ or 1 1 $1$ as proven here. This must be why 00 …

Nov 29, 2014 · $\omega$ emphasizes that it is an ordinal number, whereas the notation ℵ0 ℵ 0 ${\mathrm{\aleph }}_{0}$ …

Possibly try integration of some kind? There seems to be a sort of relationship between the order of the formula and the highest order …

You can also prove it by moving the space: "0! = 1" ⇔ ⇔ $\iff$ "0 != 1", which is computer notation for "0 ≠ ≠ $\ne$ 1" :-). Then it …

Jan 22, 2017 · Why is any number (other than zero) to the power of zero equal to one? Please include in your answer an explanation …

Mar 11, 2013 · How to prove that $\\lim_{x\\to 0^+} x^p \\log x =0$ for any $p>0$?, without using L'Hôpitals rule or any …

Could someone provide me with a good explanation of why 00 = 1 0 0 = 1 ${0}^{0}=1$? My train of thought:

Oct 9, 2013 · Is a constant raised to the power of infinity indeterminate? I am just curious. Say, for instance, is $0^\\infty$ …

Jan 12, 2015 · I know that 00 0 0 ${0}^{0}$ is generally undefined, but can equal one in the context of the empty set mapping to itself …