Teaching · For Tutors
Before a task, say how many minutes it will take. Time it, look at the gap, and after a few rounds the page shows which kinds of work run long for you and by how much, so tonight’s plan uses your own numbers.
The worked example is a made-up student’s two weeks: 14 timed tasks, 6 guesses inside 20%. Start blank to keep your own.
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Three pieces of arithmetic, shown with the worked example.
For each task the page compares the guess with the time taken. The miss is the difference divided by the time taken; a guess is close when the miss is inside the tolerance, 20 percent unless you change it. The tolerance is this page’s working rule, not a published standard.
The multiplier for a kind of task is the total time taken divided by the total time guessed over the last ten timed tasks of that kind. Three are needed before it is shown. Above 1.0 the work runs long; below, it runs short.
People tend to underestimate how long their own tasks will take, a pattern Kahneman and Tversky named the planning fallacy. In one study by Buehler, Griffin and Ross, students expected to finish a thesis in 33.9 days on average and took 55.5; about 30 percent finished in the time they predicted.
Roy, Christenfeld and McKenzie argue that one cause is memory: people recall past tasks as shorter than they were, so their predictions start from the wrong number. Writing down the guess and the real time replaces that memory with a record, which is all this page does.
The multiplier describes the tasks that were timed. A new kind of assignment, a hard chapter or a noisy room can break the pattern. The drill for 10, 30 and 60 seconds is a warm-up; no claim is made that it transfers to homework. Nothing here measures attention or diagnoses anything.
The worked example is made up, and so are its tasks and times. A multiplier is a description of past timings, not a prediction that will always hold, and this page is practice, not an assessment. Timings stay in this browser. Support: team@caveatacademic.com.