- #1
basil
- 8
- 0
hi all,
I am suppose to compare the area of curve y=x2 with rectangles beneath that curve to show that,
1/2 + 1/3 + ...+ 1/n < log(n+1)
i believe this some sort of harmonic series. Is there a way around this problem?
Regards
I am suppose to compare the area of curve y=x2 with rectangles beneath that curve to show that,
1/2 + 1/3 + ...+ 1/n < log(n+1)
i believe this some sort of harmonic series. Is there a way around this problem?
Regards