mention how a function does not necessarily need to be continuous to be integrable
what are some functions that are not integrable
what about functions that are not differentiable
what about functions that are differentiable but not integrable
look at the strict definition of integration and what happens if you miss one of the three conditions from the fundamental theorem of calculus
I wonder if the integral of lnx from 0 to 1 is an example of being differentiable from (0,1) and integrable despite ln(0) does not exist or does multiplying by 0 with undefined = 0?
look at the strict definition of integration and what happens if you miss one of the three conditions from the fundamental theorem of calculus
I wonder if the integral of lnx from 0 to 1 is an example of being differentiable from (0,1) and integrable despite ln(0) does not exist or does multiplying by 0 with undefined = 0?