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On Programmers SE there is a popular question about scientific evidence for whether some people either are or are not able to program.

One person cites an unpublished manuscript by Dehnadi and Bornat (2006) who state in an abstract:

All teachers of programming find that their results display a 'double hump'. It is as if there are two populations: those who can, and those who cannot, each with its own independent bell curve.

That said, educators have choice in how individual assessments are scored, how assessments are combined, and whether and how any final scores are scaled. These could all influence the shape of the final grade distribution.

I also imagine that to get a double hump would suggest that the variables that best predict student performance (e.g., time spent on subject, general ability, subject-specific ability) would have to either show a double hump or show a discontinuous relationship with performance. In particular, I can see that students that drop out of a subject without formally un-enrolling are likely to fail very badly and appear in a separate hump. I also suspect that certain types of subjects where answers are clearly correct or incorrect and where intuition from everyday life is less directly relevant may also give rise to a process where it appears as if people can either do the subject or they can't.

Questions

  • What is the distribution of grades in university subjects?
  • To what extent does the distribution of grades in programming subjects differ from non-programming subjects? Is it bimodal?
  • Is there any theories or empirical evidence about what leads to bimodal grade distributions?

References

  • Dehnadi, S. & Bornat, R. (2006). The camel has two humps (working title). Middlesex University, UK. PDF and summary page.
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