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Have you heard about the monkey who called 911?
Two weeks ago the San Luis Obispo County sheriff's office in California received a 911 call, but there was no voice on the other end. Baffled, deputies were dispatched to the source — a local zoo — to hunt down the caller, but they found no humans in distress. Instead they realized that a capuchin monkey named Route had grabbed a mislaid cellphone and randomly banged at the keypad until she called the emergency number.
Everyone laughed it off. The news stories said things such as "that's bananas" and dismissed it as "monkey business." But the story got me wondering. How likely was it that the monkey would call 911? Of all the keys Route could have punched, what were the chances she would hit a 9, a 1, another 1 and then the green "connect" button all in a row (assuming she didn't just happen on an "emergency" key)?
So I did some research. Very little, because I'm not mathematically minded. But here's what I learned.
If there were 13 buttons on the phone keypad (10 numbers, plus an *, a # and the connect button), Route had a 1 in 13 chance of hitting the 9 randomly. The chance of hitting the 1 next was also 1 in 13, as was the chance of hitting a third 1 and the same for "connect." The chance of hitting the full four-button combination was 1 in 13 time 13 times 13 times 13. Or 1 in 28,561.
The more keys she struck, the better her chances became. (This doesn't take into account that she might also have to disconnect between tries.)