The next time some jackleg says, “Well, it’s just one
degree”, please take this post and stick it to him in an email. While no doubt
a degree of politicization is in the equation, more often than not I hear the
sputtering of a member of the innumerati. And, yes, I just made that word up (I
think): See neologism.
Perhaps folks just didn’t spend enough time with batting
averages while growing up. First week of the season and a little-known-player
goes 6 for 10 and he’s batting .600. Phenom? Next week he goes for 0 for 10 and
now his average is .300. Dramatic drop, right? Check back with him after 500 at
bats.
He’s batting .200 and is headed down to the minors. On a
glorious Saturday afternoon in Wrigley, he goes 4 for 4. Keep him in the Bigs?
Uh, no. His average moved—staggered—up to .206. He’s gone.
Here’s another way to think about the way numbers and
averages work. Before the weekend he got a hit in 1 out of 5 at bats, and after
his last swings, he now gets a hit in 4.85 bats—wanna round up?
Which is why, if I were to bat against a big-leaguer and magically managed to squib some lame duck over second base for a single, I would
never bat again, and so forever claim that I batted a thousand (1.000) against
professional pitching. And for the sake of the scenario, just imagine I loped
out that single. Somehow. Against all odds.
Okay, so a one degree temperature move—same deal with the
way the hits and at bats numbers averaged out. One day the high is 80, and the
next 50. Average high, then, is 65. Twenty-eight days later, the average high
is 62. On the last day of the month, 105 degrees of sweltering awfulness. Month
averaged 63 (and, yes, I rounded down).
Now, 364 days into the year, the average high has been
60. On the last day of the year—we’re living down under—115 degrees. Your new
average high is—ta dum!—60.15. Better fix the fan.
Finally, 100 years of an average high of 60 degrees, with
some leap years in the pile, and on the first day of the new year, 124 degrees—yikes!
So, 60.001 is your new average daily high for the 100 years.
With our thinking caps on, what do we surmise? When an
average, weighted with over 36,000 data points, moves a degree, up or down, in
a short span of time—something might be in the air.
No, I didn’t check my work.
No, I didn’t show my work.
Homework: How many days at 124 degrees would be needed to
move the 100-year-average to 61 degrees? Too cataclysmic? How many days at 100?
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