(This question may be specific to US university systems. Also, sorry it is long.)

US universities usually have some provision for students to drop a course. Within the first N weeks of the term, if they decide they don't want to continue with a course they are taking, they can drop out of it. Their official transcript will show no record that they ever took it, and it will have no effect on their GPA. If they are paying tuition per course or per credit, they may get a refund. Usually they have to stay enrolled in some minimum number of courses, so this can probably only be done for one or two courses per term.

Students may have many reasons for dropping a course, but obviously one common reason is that they are not doing well in the course and are afraid they may fail it.

(There may be another option to withdraw from the course up to N+K weeks, but with a note on the transcript saying that they enrolled in the course and later withdrew, maybe listing the pseudo-grade of "W". This usually doesn't affect their GPA but may look bad to prospective employers, graduate schools, etc.)

I realized the other day that there is very wide variation between institutions in the value of N. At Institution A, the medium-sized public university where I currently work, we have N=2. At Institution B, the small private college where I got my bachelor's degree, we had N=11! (I had vaguely remembered that N seemed to be larger at B, but I was still startled when I looked back at an old B calendar to check.)

(One significant difference: at A, students very often pay by the credit, and get a refund if they drop, so the university has a financial disincentive to let them go. At B, most students paid a flat tuition fee per semester, and didn't get any refund if they dropped a course.)

Anyway, it seems like this could have a rather profound effect on student outcomes. When N is small, students have only a short time to commit to their schedule, and can more easily get in over their heads. By the time they've had a midterm exam and realized they are in trouble, N weeks have already passed and they are stuck in a course. Most likely, they end up with an F (or several, if the time they spent trying to pass the hard course hurts their work in their other classes). Their GPA drops, hurting their eventual job prospects. It may drop below the institution's minimum for continued enrollment, in which case they may quit college altogether. I'd expect an overall negative effect on retention and graduation rates, job placement, and other common measures.

On the other hand, if N is large, then by the time the drop date approaches, students may be more than halfway through the course, and may have taken several exams. If they are likely to fail the course, they probably know it by now, and the obvious course of action is to drop it. In an extreme case, the result may be that students hardly ever get D's and F's (because they drop those courses), and grades may inflate.

So I have two questions:

  • What factors do universities actually consider in choosing or changing their value of N?

  • Is there any research studying the effect of N on student outcomes?

  • Feel free to help with tags. I was hoping for something like "academic-policy" but didn't see anything that fit exactly. Aug 28, 2014 at 3:42
  • 2
    (And for mathematicians reading this, no, we didn't have N=39916800.) Aug 28, 2014 at 3:47
  • I'm referring to longer-term outcomes like graduation rate and overall GPA. (And I'm afraid there may also be a language barrier - I think what you call "module" is what I call "course" or "class".) Aug 28, 2014 at 4:15
  • A policy tag might be appropriate for questions about how university rules are applied. Hence, we now have one.
    – aeismail
    Aug 28, 2014 at 5:32
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    @Moriarty: Indeed, different N for different courses at the same department do exists, at least in Germany. Here are my 2 data points: Both had a fairly high value of N=8 and N=14 for lecture-based courses (1-2 lectures/week +1 homework session/week + final), and a pretty low value of N=2 and N=-4 for seminars (each student is given a paper to read and then each week one of them does a 30-90 min talk, topics are given out at the end of the previous semester, so N=-4 is possible). The reasoning was that a student more or less would have little impact on a lecture, but a lot on a seminar. Oct 23, 2014 at 15:33

1 Answer 1


I'm not personally aware of formal studies on the subject, but at my undergraduate institution there was a carefully thought policy that seemed to work fairly well. They had not one, but two different drop dates for classes, with different intentions:

  • The first drop date, ~5 weeks in, left no record at all, and was intended to allow "class shopping" and academic risk taking. This made registration a low-stakes decision. A student unsure whether they could handle a hard class or undecided between two classes could simply sign up, try things out, and then make a decision after a couple of weeks, before investing too much.

  • The second drop date, ~12 weeks in, left a record on the internal transcript, and was intended to allow a failing student to triage and focus on their remaining classes. It still didn't show up on external transcripts (except as a light-load semester).

With these two dates as long-standing and well-accepted policies, professors tended to include them in their planning. Most of the early "shopping" drops happened in the first week, so professors tended to wait until the second week before doing things like arranging tutorial sections or setting presentation schedules.

Similarly, grading policies mostly tended to assume that D, F, and late drops were synonymous. Thus, many classes set their first quiz before the first drop date, to let students have their first serious assessment of their progress before that decision deadline. Likewise, curves were often set to assume the worst grades would have gone to the students who dropped, meaning that students who stuck out the class were not unfairly penalized (though they could still fail if they did that badly).

These policies I'm sure do create some statistical GPA inflation, but I doubt it has much significance because 1) it would not generally affect the stronger students, and 2) significant failures are still visible as gaps on a transcript.

  • At the institution you describe, were there any financial effects from dropping by either method (e.g. tuition refund)? Nov 16, 2014 at 16:24
  • @NateEldredge Typically it would not have even been a question, since most people would not drop enough to shift from "normal" to "light load". In the case where somebody did shift past that boundary, I believe the policy was fairly complex and based on an idea of 'fairness' - maintaining tuition revenue was clearly not the primary concern in drawing up the policies.
    – jakebeal
    Nov 16, 2014 at 17:52
  • Ok, so your institution had a flat tuition rate for "normal" loads. At mine students pay by the credit, so if they drop a course they might receive a refund for those credits, even if their remaining courses still constitute a "normal load". Nov 16, 2014 at 19:53
  • There are similar multiple cutoff policies at my institution, with the added wrinkle of 4 undergraduate colleges, all with slightly different dates and policies. Even within a single class.
    – chmullig
    Nov 18, 2014 at 6:34

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