I am working on chapter 5 now, and hoping to get through chapters 6
and 7 by March. (Our calc I, II goes through chapter 7, and I will be
teaching both in our spring term starting late March.)
By "working", I mean I am ironing out issues with WW problems. Part of
my process involves looking at the PDF output, and that does include
assessing when cols="2" is appropriate. For now, I'm not allowing
myself to go higher than 2.
So for those chapters, unless you have an urgent need, I would wait.
It is likely that if a mix on WW and non-WW in an exercisegroup is
happening, the exercisegroup is being used incorrectly. Maybe it
should be a subexercises? There are two kinds of exercisegroup. The
best is when you just have common instructions, and then rattle off
the things to apply them to. Like the introduction is "Find an
antiderivative for the function." And then each exercise simply states
a function.
The other kind is where the introduction gives some information that
will be used across several exercises, but they each have different
instructions. Like the intro has a graph of some weird function with
piecewise curves and different types of discontinuities. Then one
question asks for the domain. Another asks to list points where the
function is discontinuous. A third asks to list maximal intervals
where the function appears to be differentiable. Etc. It's possible
that this type should really be one exercise with multiple parts. But
in some cases, it's all too unwieldy for that to work with parts.
With the first type, it's hard to understand why, if some are WW,
could not they all be WW?
With the second type, it's understandable. Continuing with my example,
so far all those example questions could be WW. But the last one might
be "sketch a derivative of this function" and that needs to be non-WW
(at present).
Why not mix WW and non-WW in an exercisegroup? I'm having trouble
remembering, but I do remember reaching that conclusion. I'll keep
thinking about this. It's possible (but not yet certain) that this
conclusion no longer holds now that we handle the introducitons the
way that we do.
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