sqrt(sigma(11)+sigma(11)+sigma(11))

]]>2+2+2

(sqrt(3+3+3))!

sqrt(4)+sqrt(4)+sqrt(4)

5+(5/5)

6+6-6

7-(7/7)

(sqrt(8+(8/8))!

(sqrt(sqrt(9)+sqrt(9)+sqrt(9)))!

(sqrt(10-(10/10))!

sqrt(12+12+12)

sqrt(18+(sqrt(18)*sqrt(18)))

(sqrt(30%*sqrt(30)*sqrt(30)))!

sqrt(40-sqrt(40%*40)) ]]>

*Today I Found Out* estimates 450 burgers per cow… but that would violate your powers-of-10 rule:

By the way, I spent some time Googling this yesterday. I can’t find any good answer to the question of “How many burgers do you get out of a cow?”, but unreliable sources on the interwebs seem to give a number around 100 lbs of ground beef per cow (with more ground beef coming from cull cows… ewww…). McDonalds claims to use 190,000 lbs of ground beef per day (or did in 2013, anyway), which is something on the order of 1900 cows per day. So, the two estimates don’t disagree by *too* much (order-of-magnitude speaking).

]]>But finishing your logic, X, that’s 6 cows a minute, 360 cows an hour, or about 8,640 cows a day.

]]>Here’s my try: a burger is about 1/10 pound of cow and Micky-Dees serves about 100 burgers per second, so 10 lbs of ground cow per second. A cow is about 1000 lbs, but lots of that is bone, gristle, better cuts of meat that aren’t burger-ified, and so on. Let’s say that 10% of a cow is ground beef-able, so 1 cow gives about 100 lbs of burger.

At 10 lbs per second, and 100 lbs per cow, it looks like McDonalds serves about 1 cow every 10 seconds.

]]>I believe that *reparameterization* absolutely bests my contention that the longest math word has 17 letters, though it is not on the list at http://www.mathwords.com.

funniest: apothem…when said with a drunk accent!

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