Bioequivalence and Bioavailability Forum • The formula of a CI for TRR|RTR|RRT

The formula of a CI for TRR|RTR|RRT [RSABE / ABEL]

posted by Mahmoud – Jordan, 2017-01-20 10:11 (2984 d 05:36 ago) – Posting: # 16986
Views: 10,608

Dear Sir

Lower= EXP(Mean(T)-Mean(R)- t(.05,2(n1+n2+n3)-3)*SQRT(var(intra)*1/6(1/n1+1/n2+1/n3)))

Upper= EXP(Mean(T)-Mean(R)+ t(.05,2(n1+n2+n3)-3)*SQRT(var(intra)*1/6(1/n1+1/n2+1/n3)))

Edit: Full quote removed. Please delete everything from the text of the original poster which is not necessary in understanding your answer; see also this post #5!
Yesterday I even deleted a post of yours which contained only a lengthy quote of yourself (i.e., without any additional text). First warning posted on the 16^th. Since you repeatedly did not follow the Forum’s Policy, I blocked your account for three weeks. [Helmut]

Complete thread:

The formula of a CI for TRR|RTR|RRT Yura 2017-01-17 09:30 [RSABE / ABEL]
- The formula of a CI for TRR|RTR|RRT BE-proff 2017-01-17 12:33
  - The formula of a CI for TRR|RTR|RRT Yura 2017-01-17 14:13
  - Geometric, Arithmetic, Harmonic, Disharmonic … d_labes 2017-01-18 14:36
- The formula of a CI for TRR|RTR|RRT d_labes 2017-01-18 14:30
  - The formula of a CI for TRR|RTR|RRT Yura 2017-01-19 05:43
- The formula of a CI for TRR|RTR|RRT Mahmoud 2017-01-19 07:01
  - The formula of a CI for TRR|RTR|RRT Yura 2017-01-19 08:16
    - The formula of a CI for TRR|RTR|RRT Mahmoud 2017-01-19 08:55
      - The formula of a CI for TRR|RTR|RRT Yura 2017-01-20 06:28
        
        The formula of a CI for TRR|RTR|RRTMahmoud 2017-01-20 09:11
        
        The formula of a CI for TRR|RTR|RRT Yura 2017-01-20 11:33