Calculate the mean and standard deviation for the number of cases produced at each location. • Construct a frequency distribution of the production level from each location (use categories of 650 – 699, 700 – 749, 750 – 799, 800 – 849, 850 – 899, 900 – 949, 950 – 999, 1000 – 1049, 1050 – 1099, 1100 – 1149, 1150 – 1199, 1200 – 1249). Construct a histogram of the production level from each location. Run a hypothesis test to test for the equality of the mean production levels between the two locations. - - - -
Calculate the mean and standard deviation for the number of cases produced at each location. • Construct a frequency distribution of the production level from each location (use categories of 650 – 699, 700 – 749, 750 – 799, 800 – 849, 850 – 899, 900 – 949, 950 – 999, 1000 – 1049, 1050 – 1099, 1100 – 1149, 1150 – 1199, 1200 – 1249). Construct a histogram of the production level from each location. Run a hypothesis test to test for the equality of the mean production levels between the two locations. - - - -
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Month | Number of cases produced(Tampa, Florida) | Number of cases produced (Columbus, Ohio) |
1 | 684 | 819 |
2 | 1080 | 836 |
3 | 720 | 888 |
4 | 773 | 897 |
5 | 1016 | 903 |
6 | 831 | 907 |
7 | 835 | 912 |
8 | 848 | 918 |
9 | 1005 | 942 |
10 | 852 | 943 |
11 | 859 | 952 |
12 | 860 | 959 |
13 | 868 | 962 |
14 | 870 | 986 |
15 | 876 | 992 |
16 | 893 | 994 |
17 | 899 | 1004 |
18 | 905 | 1005 |
19 | 909 | 1007 |
20 | 911 | 1015 |
21 | 922 | 1016 |
22 | 924 | 1018 |
23 | 926 | 1020 |
24 | 926 | 1022 |
25 | 938 | 1034 |
26 | 939 | 1038 |
27 | 943 | 1072 |
28 | 946 | 1077 |
29 | 954 | 1077 |
30 | 971 | 1082 |
31 | 972 | 1096 |
32 | 977 | 1100 |
33 | 984 | 1113 |
34 | 852 | 1113 |
35 | 1014 | 1116 |
36 | 821 | 1153 |
37 | 1041 | 1154 |
38 | 1052 | 1174 |
39 | 697 | 1188 |
40 | 1093 | 1230 |
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