Drinking lowers your GPA. So do smoking, spending time on the computer, and probably other forms of moral dissolution. That’s the conclusion of a survey of 10,000 students in Minnesota.
Inside Higher Ed reported it, as did the Minnesota press with titles like “Bad Habits = Bad Grades.” Chris Uggen reprints graphs of some of the “more dramatic results” (that’s the report’s phrase, not Chris’s). Here’s a graph of the effects of the demon rum.
Pretty impressive . . . if you don’t look too closely. But note: the range of the y-axis is from 3.0 to 3.5.
I’ve blogged before about “gee whiz” graphs , and I guess I’ll keep doing so as long as people keep using them. Here are the same numbers, but the graph below scales them on the traditional GPA scale of 0 to 4.0.
The difference is real – the teetotalers have a B+ average, heaviest drinkers a B. But is it dramatic?
I also would like finer distinctions in the independent variable, but maybe that’s because my glass of wine with dinner each night, six or seven a week, puts me in the top category with the big boozers. I suspect that the big differences are not between the one-drink-a-day students and the teetotalers but between the really heavy drinkers – the ones who have six drinks or more in a sitting, not in a week– and everyone else.
The authors, Leif Nelson and Joseph Simmons, have been looking at the influence of initials. Their ideas seem silly at first glance (batters whose names begin with K are more likely to strike out), like those other name studies that claim people named Dennis are more likely to become dentists while those named Lawrence or Laura are more likely to become lawyers
But Nelson and Simmons have the data. Here’s their graph showing that students whose last names begin with C and D get lower grades than do students whose names begin with A and B.
The graph shows an impressive difference, certainly one that warrants Nelson and Simmon’s explanation:
Despite the pervasive desire to achieve high grades, students with the initial C or D, presumably because of a fondness for these letters, were slightly less successful at achieving their conscious academic goals than were students with other initials.
Notice that “slightly.” To find out how slight, you have to take a second look at the numbers on the axis of that gee-whiz graph. The Nelson-Simmons paper doesn’t give the actual means, but from the graph it looks as though he A students’ mean is not quite 3.37. The D students average between 3.34 and 3.35, closer to the latter. But even if the means were, respectively, 3.37 and 3.34, that’s a difference of a whopping 0.03 GPA points.
When you put the numbers on a GPA axis that goes from 0 to 4.0, the differences look like this.
According to Nelson and Simmons, the AB / CD difference was significant (F = 4.55, p < .001). But as I remind students, in the language of statistics, a significant difference is not the same as a meaningful difference.