I plotted the 2nd derivative of e^(1/4). The function plots nicely on my G2, but when querying for obvious extremums on the plot between -1 and 0, no maximum or minimum is found. This occasionally surprises me on other plots as well. Why is this (operator ignorance?)?
Assuming you meant e^(1/x), it seems to work for me:
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attachment=7468]
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Your e^(1/x) assumption was correct. I get the same graph, but it does not find the extremums. Might I have some setting that is causing this? This is not an artifact of the G2...my version A does this as well. I must have a CAS setting or home setting that needs to be changed?
I am using the default epsilon of 1e-12, have it on exact, tried 1e-14, non exact, same lack of extremum. Aug 2018 version on G2, July 2018 on version A.
Same as me...on plot, my setting is adaptive...
My plot method is also set to adaptive.
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The plotting method does not affect extrema (or root) finding.