Two headed teacher...

[Humpy]

Is it? It would take some number crunching, but I think you'd end up around 1.6 chicks at the same time.

I think you are correct. Based on the assumed number of available holes I'd reckon it's 4/3 chicks at the same time. Approaching the problem from the view of solipsism, that existence is only in the mind, then it's 2 chicks at the same time. By then applying the Golden Mean from Greek philosophy we arrive at ((4/3)+2)/2 = 1.667.

 

[snoopy7548]

Good on you guys for putting your heads together and coming up with a solution. Goes to show that two heads are always better than one. Hats off to you.