Perhaps this is what "opposite directions" means but limits do no exist for a non-continuous function where there are jumps (i.e., the one-sided limits are unequal).
Also, if you are approaching the endpoint of a closed interval.
Jo L.
asked • 05/20/20In what circumstances do limits not exist?
- opposite directions
- vertical asymptotes
- oscillation
- What else am I missing here?
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Jo L.
Thank you so much, William! :)05/21/20