How to create number 6 using only three 0, any arithmetic operation is allowed? I know it is possible, but I don't know how...
2026-04-26 02:43:30.1777171410
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How to create number six using three zeroes?
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Daniel Fischer's answer of $(0! + 0! + 0!)!$ is probably the best answer, however if we're allowed to use any function that is commonly expressed as a symbol (e.g. sqrt, abs, ceil) then we can express $6$ using only a single $0$ like so : $\lceil |\sqrt{-0!}!!|\rceil ! = \lceil | i!!|\rceil ! = \lceil \approx 2.7\rceil ! = 3! = 6$
$6=\left(\cos(0)+\cos(0)+\cos(0)\right)!$