Check out this video of Malcom Gladwell, author of Blink and The Tipping Point, at the 2008 New Yorker Conference. In his talk, Gladwell talks about what he calls “the mismatch problem,” which he defines as:
[...] when the criteria we use to prepare to assess someone’s ability to do a job is radically out of step with the actual demands of the job itself.
Gladwell begins with examples from the world of sports to illustrate the mismatch problem before moving into the world of education. According to Gladwell, the single biggest contributing factor in student achievement is teacher quality. This probably isn’t particularly surprising and actually quite relieving to people like you and me.
Studies show that a 28% reduction in class size (from about 22 to 16 students) will yield you a 5-percentile-point increase in student achievement. Mind you, that increase comes at a cost; the Department of Education would have to hire 38% more teachers and find an equal number of classrooms to place them in. They’d also have to get the number down to 22 to begin with.
5-percentile-points is nothing to scoff at, but what if I told you that I could get you a 10-percentile-point increase in student achieve and I could do it without the added cost–actually, it might even be cheaper? The trick, as I alluded to earlier is to find quality teachers.
Determining teacher quality and teacher effectiveness is easy on paper–I’ll get to the hair-splitting later. You take a look at student growth over the course of the year and average it out among all of the students in the class. The mean of the distribution will give you a reasonably accurate picture of the teacher’s effectiveness. You can get an even clearer picture if you take student’s academic histories into account.
Studies have shown that there is a 10-point spread between the top and bottom quartile of teachers using this methodology. Students of teachers in the bottom 25% actually regress 5-percentile-points over the course of the year.
Determining teacher effectiveness is the easy part. The bigger question is how do we recruit and retain quality teachers? That is where the mismatch problem lies.
According to No Child Left Behind, the dominating paradigm (for better or worse), you need to have credentials. You need to have a college degree; you need to have a certain number of credits in educational theory and practice and a certain number of credits in the area that you teach. You need to be certified by the state. You need to pass (in New York) a triad of standardized tests. According to No Child Left Behind, you can be just any regular guy off the street. You have to be qualified–unless, you’re a in an alternative certification program, then you just need a pulse.
So what’s the difference between certified teachers with master’s degrees in their specialty, backgrounds in educational theory, and a few sheets of paper saying they passed a myriad of standardized tests and a random sampling of people without these credentials? Nothing.
After two years of experience in the classroom, there is no difference in quality between the two groups. You’re just as likely to have a “highly-qualified” teacher in the lowest quartile and an “unqualified” pedagogue in the top 25% as you are to have the inverse.
What we have is a mismatch problem. Having a laundry list of requirements to get into the classroom actually hurts us because it limits the number of applicants. Since we have no idea what will make a good teacher during the hiring the process (remember, it has nothing to do with their certification or education), we would want the largest and most diverse pool possible in order to increase the likelihood of attracting quality teachers.
There is one caveat. I mentioned that teacher quality was determined based on student achievement. What do we use to measure student achievement? Oh yea, high-stakes standardized tests.
If this topic interests you, I encourage you to check out Gladwell’s upcoming book entitled Outliers: Why Some People Succeed and Some Don’t, which will be out in November.


James Surowiecki

