This data set are the actual prices of those prizes. Data set : 413 413 455
This data set are the actual prices of those prizes.
Data set :
413
413
455
455
459
465
495
495
499
499
500
500
504
510
515
520
529
529
529
530
535
570
570
579
585
589
599
600
650
660
665
665
695
698
699
699
699
700
795
799
799
800
800
813
814
819
819
819
829
848
849
850
855
855
879
880
884
895
899
899
899
900
907
909
932
950
950
975
976
976
979
987
990
998
998
998
999
999
999
999
1000
1000
1000
1000
1000
1009
1019
1020
1020
1044
1045
1048
1049
1078
1080
1080
1080
1099
1099
1099
1100
1100
1139
1150
1167
1169
1169
1170
1175
1191
1198
1199
1200
1200
1200
1200
1200
1200
1200
1207
1220
1222
1250
1250
1253
1253
1253
1277
1282
1282
1285
1295
1295
1299
1325
1325
1345
1347
1360
1395
1395
1399
1399
1400
1449
1449
1450
1450
1450
1450
1450
1450
1465
1482
1485
1498
1499
1499
1499
1500
1500
1500
1500
1500
1515
1537
1539
1547
1547
1547
1550
1550
1550
1550
1551
1556
1563
1565
1568
1590
1595
1595
1599
1599
1599
1600
1600
1618
1622
1650
1650
1650
1672
1695
1698
1698
1699
1736
1754
1759
1760
1767
1780
1807
1870
1895
1979
1995
Question: Determine the critical value z* corresponding to 99% confidence for the population mean price. We have a known population standard deviation of price prices of $350.
Produce (and interpret) a 99% confidence interval for the population mean price. Show your calculation.
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