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All this comes up as I am writing some exercises for CBL. Today's
task is a photogate experiment for measuring "g" (and I won't start
that old thread again by daring to name it!). Now, photogate
measurements are not my favorites by a lot--but some people like them
so I'm writing. Anyway, since the regression routines of calculators
tend not to give you an uncertainty of the fitted quantities, why not
just do the silly experiment ten times and look at that set of
numbers?
experimentation, even at the HS level, and those last nine iterations
of the experiment are totally painless given technology.
By the way, I think that experiment repetition is a long-ignored but
powerful benefit of doing experiments with computer or calculator
data acquisition. Repetition makes the fact that you are making an
inexact measurement very very clear, and forces one to think about
how to reduce that collection of results into one answer.
There was an earlier thread on this topic.
And I probably started it.
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John E. Gastineau