prove if f(x)=1 if x= 1/n ,n is positive integer f(x)= 0 else, is Riemand integrable
a. Prove that f is integrable on [0, 1] .
Before proceeding for the proof of the problem, we prove the theorem
Theorem: Let f is a bounded function defined on [a, b] and let S be the set of points of discontinuity of f on [a, b]. if S has or as the only one limit point, then
Let M=supremum ...
The expert proves n is a positive integer for Riemand integrable.