Find two non-Riemann integrable functions whose sum is not Riemann integrable.
3 answers
An example of this is the function that is 1 on any rational number and 0 elsewhere.
And what would the second function be?
You can change 1 and 0.
The simplest example of non-integrable function are: 1/x in the interval [0, b]
The simplest example of non-integrable function are: 1/x in the interval [0, b]
1 answer