This page is READ-ONLY. It is generated from the old site.
All timestamps are relative to 2013 (when this page is generated).
If you are looking for TeX support, please go to VietTUG.org
All timestamps are relative to 2013 (when this page is generated).
If you are looking for TeX support, please go to VietTUG.org
Problem #948
Chứng minh P \(\ge\) 1
| Status: | Rejected | Start Date: | 07-12-2011 | |
|---|---|---|---|---|
| Priority: | Low | Due date: | ||
| Assigned to: | - | % Done: |
0% |
|
| Category: | - | |||
| Target version: | - | |||
| Votes: | 0/0 |
Description
Cho a,b,c thuộc [0,1]
P = \( \dfrac{a}{b+c+1}\) + \( \dfrac{b}{a+c+1}\)+ \( \dfrac{c}{a+b+1}\) + (1-a)(1-b)(1-c) \(\ge\) 1
History
Updated by tanphu over 1 year ago
- Subject changed from Chứng minh P \(\ge\) 1 to Chứng minh P \(\ge\) 1
- Status changed from New to Closed
Updated by tanphu over 1 year ago
- Status changed from Closed to Rejected
- Priority changed from High to Low