Power with a Danish twist [Power / Sample Size]
❝ N=c(16, 20, 24, 28, 32, 36, 40, 44, 48, 50, 60, 70, 80, 90, 100, 110)
❝ Pwr1=c(0.712, 0.751, 0.754, 0.738, 0.718, 0.696, 0.677, 0.654, 0.637,
❝ 0.629, 0.581, 0.535, 0.493, 0.451, 0.415, 0.38)
❝ Pwr0=c(0.772, 0.856, 0.911, 0.946, 0.967, 0.98, 0.989, 0.993, 0.996,
❝ 0.997, 0.999, 1, 1, 1, 1, 1)
❝
❝ Example how to read: If we have 16 sbj in each sequence then the power
❝ with the standard requirements is approximately 77.2%
❝ (Fartssie gives 77.6%
❝ on my machine); with the Danish requirements it is approximately 71.2%.
I get 77.62276% (N=n1+n2=32) in
How did you set limits for the Danish requirements?
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Science Quotes
Complete thread:
- Power with a Danish twist ElMaestro 2009-05-05 19:49 [Power / Sample Size]
- population parameter martin 2009-05-05 21:32
- population parameter ElMaestro 2009-05-05 21:48
- population parameter martin 2009-05-05 22:59
- population parameter ElMaestro 2009-05-05 21:48
- Wrong Question Answer in Danish d_labes 2009-05-08 09:49
- Danish numbers d_labes 2009-05-08 15:53
- Danish numbers ElMaestro 2009-05-08 20:19
- Danish numbers d_labes 2009-05-08 15:53
- Power with a Danish twist Helmut 2009-05-08 13:23
- Power with a Danish twist d_labes 2009-05-08 16:06
- Power with a Danish twist Helmut 2009-05-08 16:15
- Power with a Danish twist ElMaestro 2009-05-08 19:40
- Power with a Danish twist d_labes 2009-05-08 16:06
- Power with a Danish twistHelmut 2009-05-08 16:56
- Power with a Danish twist ElMaestro 2009-05-08 19:17
- population parameter martin 2009-05-05 21:32