What can we write the variance in measurement error or gauge in the terms of variance in repeatability, and variance of reproducibility?

Question

TuteeHUB · Accepted Answer

$\sigma_{gauge}^2=\sigma_{repeatability}+\sigma_{reproducibility}^2$

TuteeHUB · Answer

$\sigma_{gauge}^2=\sigma_{repeatability}^2-\sigma_{reproducibility}^2$

TuteeHUB · Answer

$\sigma_{gauge}^2=\sigma_{repeatability}^2+\sigma_{reproducibility}^2$

TuteeHUB · Answer

$\sigma_{gauge}^2=\sigma_{repeatability}+\sigma_{reproducibility}^2$

TuteeHUB · Answer

$\sigma_{gauge}^2=\sigma_{repeatability}-\sigma_{reproducibility}^2$

1.	What can we write the variance in measurement error or gauge in the terms of variance in repeatability, and variance of reproducibility?
A.	\(\sigma_{gauge}^2=\sigma_{repeatability}^2-\sigma_{reproducibility}^2\)
B.	\(\sigma_{gauge}^2=\sigma_{repeatability}^2+\sigma_{reproducibility}^2\)
C.	\(\sigma_{gauge}^2=\sigma_{repeatability}+\sigma_{reproducibility}^2\)
D.	\(\sigma_{gauge}^2=\sigma_{repeatability}-\sigma_{reproducibility}^2\)
Answer» C. \(\sigma_{gauge}^2=\sigma_{repeatability}+\sigma_{reproducibility}^2\)

Discussion