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lol your math teacher must hate you
\[.\overline{32}=\frac{32}{99}\] for starters
as for \(\sqrt{294}\) it turns out that \(294=49\times 6\) so \[\sqrt{249}=\sqrt{49\times 6}=\sqrt{49}\sqrt6=7\sqrt6\]
giving you \[\frac{32\times 7\sqrt6}{99}\] which i doubt reduces
yeah you are just guessing, because it isn't
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the square root of any number that is not a perfect square, is irrational so for example \(\sqrt6\) is irrational
yeah fraction of integers, not fractions of any number
You can't make pi into a rational number just by putting it over 1...
for example \[\frac{123}{321}\] is rational but \[\frac{\pi^2}{6}\] is not
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btw rawritskitty is the best name of the week
yw
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