instructions 1 create your own example of an alternating series that i
1. Create your own example of an alternating
series that is (conditionally) convergent, but
not absolutely convergent. Your series should be
different than any of those in the notes or text examples.
2. Post your infinite series on Discussion Board on Canvas.
Give a brief explanation of how you created your series.
There are several different approaches you might take.
3. Peer response: look at the post from at least one other
classmate and critique the method used to create the
series. Do you think the method should work?
Alternatively, if you believe your classmate's method
works, describe another way the series might have been
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