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24 Jul 2020
For a series , if there exists a function , such that
-
is positive on
-
is continuous on
-
is decreasing on ,
Then we have the series converges if and only if the improper integral converges.
If the series converges, compare the three values : , ,
For a series , if there exists a function , such that
- is positive on
- is continuous on
- is decreasing on ,
Then we have the series converges if and only if the improper integral converges.
If the series converges, compare the three values : , ,
1 Sep 2020