Each value represents the number of mistakes (defects) found on a student loan application. Values for...

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Each value represents the number of mistakes (defects) found ona student loan application. Values for 50 consecutive loanapplications are given. Calculate the appropriate centerline and3-sigma control limits for the c-chart, and then plot the data andcreate a control chart. Does the process appear to be in a state ofstatistical control? Why or why not?

Upper control limit (UCL) =

Centerline (CL) =

Lower control limit (LCL) =

Process in statistical control?

Acme Company - Daily Output
DayJuneJulyAugust
1794078097401
2795277477344
3787078697490
4798577847488
5801578227685
6803878397466
7802778397511
8799078457491
9792878727353
10797277257521
11798178197376
12790978527633
13803878059542
14797278207562
15804177737455
16798478377686
17797877477477
18783377767482
19804377497603
20797278237671
21790178067535
22799377477360
23801477857519
24792977787507
25792278027597
26802577327487
27798378497452
28793279097407
29806978757407
30792377347434
3175637684

Answer & Explanation Solved by verified expert
3.6 Ratings (535 Votes)
solutionUppercontrol limit UCL mean of means of sample 3 standarddeviationCenterline CL meanLowercontrol limit LCL mean of means of sample 3 standarddeviationWhereEach value represents the number of mistakes defects found on astudent loan applicationstd dev1328711between the 11 to 13 given process is out of control becausesome    See Answer
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