| New Reply |
Interesting pi notation problem |
Share Thread |
| Jun3-11, 03:39 PM | #1 |
|
|
Interesting pi notation problem
I've been trying to prove this using rigorous methods, without much success. I've been able to express as a binomial but that hasn't helped much.
Prove [tex]{\it evalb} \left( {\it and} \left( {\frac {1}{64}}<\prod _{i=1}^{1005}1/2\,{\frac {2\,i-1}{i}},\prod _{i=1}^{1005}1/2\,{\frac {2\,i-1}{i}}<1/44 \right) \right) [/tex] 1/64 < product((2*i-1)/(2*i), i = 1 .. 1005) and product((2*i-1)/(2*i), i = 1 .. 1005) < 1/44 |
| New Reply |
Similar discussions for: Interesting pi notation problem
|
||||
| Thread | Forum | Replies | ||
| Interesting Problem | Precalculus Mathematics Homework | 1 | ||
| interesting problem | General Math | 18 | ||
| An Interesting Problem | Astrophysics | 2 | ||
| Interesting Problem | General Math | 9 | ||
| Interesting Problem | Introductory Physics Homework | 5 | ||