How would you prove this generalization about the connection between two-sided and one-sided limits?
Prove that in order for the normal, two-sided limit to exist,
the one-sided limits (approaching from left and right) have to both exist and be equal?
Please explain step-by-step. Thanks.
Tags: about, between, connection, generalization, limits, onesided, prove, this, twosided, would
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November 23rd, 2010 at 11:09 am
It would be easier to show that if either one-sided limit doesn’t exist, the the two-sided limit doesn’t exist and if the one-sided limits aren’t equal, then the the two-sided limit doesn’t exist.