The variance of the total observed measurement is expressed by _______ – McqOptions

MCQOPTIONS

1.	The variance of the total observed measurement is expressed by __________
A.	( sigma_{Total}^2= sigma_P^2- sigma_{Gauge}^2 )
B.	( sigma_{Total}^2= sigma_P+ sigma_{Gauge}^2 )
C.	( sigma_{Total}^2= sigma_P^2+ sigma_{Gauge} )
D.	( sigma_{Total}^2= sigma_P^2+ sigma_{Gauge}^2 )
Answer» E.

Discussion

No Comment Found

Related MCQs

<sub>P</sub>=1- <sub>M</sub>.
The general rule, that is used to define a measurement system adequate by using P/T ratio equal to or less than 0.1, can be used without caution.
The gauge capability ratio <sub>M</sub> is expressed as ____________
Which of these show a correct expression for the <sub>p</sub>?
If the sample variance of a process is, 10.05, and the gauge capability standard deviation is estimated to be 0.79. What will be the value of the estimate of the standard deviation of the product variability?
Which of these can be used as the estimate of standard deviation of total variability which is including both product variability, and the gauge variability?
The cause of calling a measurement system adequate because it has P/T ratio lesser than 0.1, is ____________
The options are the P/T ratios for different measurement systems. Which of these shows an adequate measurement system?
Which of these indicate an adequate measurement system?
For a process, which has, USL and LSL equal to 60, and 5 respectively, and the value of ( hat{ }_{gauge} ) = 0.887, what will be the value of P/T ratio when k=6?