I have students create notebook pages about the characteristics with foldables and examples they work out.
We started by looking at all the function characteristics they would be learning using this checklist:
We've already done #s 1 - 7. So we move on to Boundedness. We used this foldable to define & explore
inside:
Then we did some examples on the page opposite. The first two examples gave me an opportunity to review transformations a bit when figuring out where those asymptotes were.
Together with the foldable the two-page spread looks like this:
I used this foldable
We didn't get to finish filling in the whole insde but this is what we did so far (and the examples we'll continue with in our next class):
And a final side note - I really like the information on the coolmath.com site. She handles rational functions in a "fun" way. I get my students using the "king of the top divided by the king of the bottom" to help them figure out the type of asymptotes they should get. See her pages on rational functions here.
All my function characteristics foldables can be found in this file here.
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