please show workanswer is D An engineer has built a simulation model of a small factory, run anexperiment with the model using 15 replicates, and determined at 90%confidence that the mean time an entity spends in the system is in the range of24 min to 28 min. The data are normally distributed. Based on thisinformation, what can the engineer say about entity time-in-system?(A) The population mean time-in-system must be in the interval 24 min to 28 min.(В)The largest mean time-in-system for any one of the 15 replicates was 28 min.(C) If the engineer were to run a 16th replicate, the mean time-in-system would bein the interval 24 min to 28 min.(D) The probability that the population mean time-in-system is greater than 28 mincan be estimated as 5%.

An engineer has built a simulation model of a small factory, run an experiment with the model using 15 replicates, and determined at 90% confidence that the mean time an entity spends in the system is in the range 24 min to 28 min. The data are normally distributed. Based on this information, what can the engineer say about entity time-in-system?

An engineer has built a simulation model of a small factory, run an experiment with the model using 15 replicates, and determined at 90% confidence that the mean time an entity spends in the system is in the range 24 min to 28 min. The data are normally distributed. Based on this information, what can the engineer say about entity time-in-system?

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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You are the mechanical engineer supervising the layout of a piping system. In a certain portion of the pipe, the specifications are as follows: length of pipe is 10m, inside diameter of 30cm, outside diameter of 30.5cm, maximum allowable speed of 15m/s and a coefficient of 0.003456. If the uncertainties are 0.02mm for length, 0.8mm for the diameters and 0.1mm/s for the velocity, what loss of head will be imminent in this pipe? With all the above uncertainties, what is the total uncertainty in the head loss?
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