Question

I determined that the limit as X approaches three from the right of ln(x-3) does not exist because of a jump discontinuity. Is this correct?

Answer 1

the limit from the left does not exist, so the discontinuity itself is essential

if you are trying to classify the kind of discontinuity from the right side alone I am not familiar with that

Answer 2

i don't think that is a kind of jump kind of discontinuity.. because there is no jump so that you are going to get a valued function in the left of 3..


limit in the left of log(x-3) does not exist at all...