For LCL for the p-chart to be higher than zero, what condition should the sample size fulfill?
Posted: Thu Jul 14, 2022 1:47 pm
a) \(n>\left[\frac{(1-p) L^2}{p}\right] \)
b) \(n>\left[\frac{(1-p) L^2}{2p}\right] \)
c) \(n<\left[\frac{(1-p) L^2}{2p}\right] \)
d) \(n<\left[\frac{(1-p) L^2}{p}\right] \)
b) \(n>\left[\frac{(1-p) L^2}{2p}\right] \)
c) \(n<\left[\frac{(1-p) L^2}{2p}\right] \)
d) \(n<\left[\frac{(1-p) L^2}{p}\right] \)