How much longer would it have taken for the flight to take off if one of the younger flight attendants had taken charge?
Another resurrected post:
Everyday arithmetic: where calculators don't help
What with
the proliferating meme that calculators can substitute for most real-world
human calculations, and with restaurant bills that increasingly calculate the
various tip possibilities for you (15%, 20%, 25%), it's harder and harder to
find examples of cases in which, say, there's no good substitute for knowing
your multiplication tables.
But on a recent airplane flight, one such case suddenly jumped out at me.
Before the flight took off, the flight attendants were asked to verify that all
the passengers were on board. There were six seats per row on what seemed to be
a maxed-out flight, and one of the older flight attendants knew exactly what to
do. Walking down the aisle, she rapidly counted by 6's: 6, 12,
18, 24, etc...
Think about it... There's no faster way to count rows of airplane passengers
than to apply your memorized multiplication tables.
How much longer would it have taken for the flight to take off, I couldn't help
wondering, if one of the younger flight attendants had taken charge?
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