The diameter of a mason jar is 3 inches but can be as large as 3.05 inches and as small as 2.95 inches. Twenty-five samples of mason jars are taken and it is discovered that these components have a grand mean of 3.01 inches and a standard deviation of 0.03 inches. What is the Cpk value? (4pts) CUMULATIVE PROBABILITIES FOR THE STANDARD NORMAL DISTRIBUTIONCUMULATIVE PROBABILITIES FOR THE STANDARD NORMAL DISTRIBUTIONCumulativeEntries in the tablegive the area under thecurve to the left of thez value. For example, for2= 1.25, the cumulativeprobability is 8944.probabilityEntries in this tablegive the area under thecurve to the left of thez value. For example, for2=-85, the cumulativeCumulativeprobabilityprobability is .1977.0001020304.050203040506.07.08.090607.0809535952395636-3.0527953195080547800130013519951205517.001300120012 0011516050405438.0011001100100010500057536141651756755714610364805596539857935557-2.9-2.800190018.0018002400330017.0016 0016.0023.00150015.0014.001459105948598760266064S83262175871.26179655400260025002300220030002164436808002100206331.6700.0019.63686736625562936406-2.7-2.6.0035.00340032.0043.00570031004100290039.00280027.0026677268446879659166286664.0047.00450044.0040.00380037.00367157.71907224.7549-2.5.006270197357767379678238.0060.0059.71237054.738900550054005200510049.0048691569506985708875177422.7734257729173247454.7486-2.40082.008001040136.0078010200750071785281338389.0073.0069006877648051.0066006477947823764279397704.79958264.75807611-2.3-2.2-2.10107009901290166.0096.0094.009100890087008480238289807881067910S1860139013278810125016201220119011683650113014601108I5982128315834001790174017002170158 01540202 0197015001920143-2.00228857785998810.0222862185088729892590998531874989449115926585548770.0212020701880183LO8413843884618485S83090159177-1.902878643866586868708879002810274.026803360262.02560250 0244.0314 0307.02390233898091478997S8499032919289079082896291318888121.38869-1.8-1.7-1603590351.0344.0329.040903220301.03750465029403679049920790669222916293060446043604270418051606300401049504850606 0594.0392 03849251927992929319054805371.49236.05260643O5050475.O58204550559-150668065594299535.061893949505959996789744057194189441938294951.59332934593579370940694849582966495259616954596339515946395649649-14.08089474.079309510778.0764074907211.69452.073508850708069408381038 1020 1003.0681960896259591967109689573-1.3-1.209341.795540918109312920901107508690853.082396869750970697679693969996419713965697261151.1131I1121.81056125109851170137913579732973897569761-1.1-1097191335156213141.9.1271.149212301446.1210119015879817985715391515.1469981298541423 140197989842980897839830986898982.0972977897889793980398389875-9984698501841211998269864.1814.17881762.173698341711.19772.12.22.316851660 1635 16119821988499119887989098719901-89878988120902389206123582033200522961922.194918949861.18672177 214824832810991699069929-7242023279904990999139896226625782236989322062514-.6992799319932993499362743308527092676992099222643298199252611294625462451249918-5305030152912287728432776995299469960993899409941994399459948994999512.526996399739980996199649962997299799985-4-334463821340999579968337233369959330036693264322899559956319235573156312199539969997099743783997137454129A52237074090996736324013359439742.72.829996635203897348338599965-2420799799981997699824168997840524443997599779977393643259974-.14602998599869986A562A960448344049982998399849984436447614286468142479981-05000492048804840480147219990464199879989998999903.099879987998899889989

Name: The diameter of a mason jar is 3 inches but can be as large as 3.05 in
Uploaded: 2024-03-20T07:07:12.000Z
Channel: Bartleby
Description: The diameter of a mason jar is 3 inches but can be as large as 3.05 inches and as small as 2.95 inches. Twenty-five samples of mason jars are taken and it is discovered that these components have a grand mean of 3.01 inches and a standard deviation o

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We have given upper control limit and lower control limit for mason jar and grand mean…