So, what's the smallest rectangle by area in which you can fit any rectangle having a diagonal of length
n
.
Obviously the upper bound is an n
×n
square, and the lower bound a √2n
×√2n
square, but I'm having to use my brain in ways it's not used to in order to find the the answer. I refuse to break out the pen and paper.
Post any answers in comments, but please put them in spoilers. Quick reminder on how to write spoilers: type "((spoiler
your text))
". Sorry, I don't know if they work in the fancy editor.
< PC Upgrade: Trials and Tribulations | Puttin' on the Ritz > |