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35 Smith 86.69 36 Smith 150.92 37 Smith 112.27 38 Smith 137.33 39 Rogers 169.32 40 Rogers 201.47 41 Rogers 80.44 42 Rogers 82.87 43

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35 Smith 86.69 36 Smith 150.92 37 Smith 112.27 38 Smith 137.33 39 Rogers 169.32 40 Rogers 201.47 41 Rogers 80.44 42 Rogers 82.87 43 Rogers 221.59 44 Rogers 244.25 45 Rogers 229.69 46 Rogers 84.01 47 Rogers 82.34 48 Rogers 234.63 49 Rogers 219.63 50 Rogers 244.47 51 Rogers 180.77 52 Rogers 223.46 53 Rogers 114.587.5.57 Question Help Conduct a chi-square test using a level of significance of 0.05 to determine if a normal distribution can reasonably model the expense data in the accompanying Travel Expenses data. Click the icon to view the Travel Expenses data. Write the hypotheses for the chi-square goodness of fit test. Ho : data are sampled from the normal distribution H: data are not sampled from the normal distribution Create a frequency table. Bin Frequency 0-100 101-125 126-150 151-175 176-200 201-225 226-250 251-275 276-300 (Type whole numbers.) Enter your answer in the edit fields and then click Check Answer. ? 3 parts Clear All Check Answer remaining1 Sales Rep Expenses ($) 2 Crawford 224.36 3 Crawford 81.09 4 Crawford 232.46 5 Crawford 89.21 6 Crawford 111.23 7 Crawford 195.53 Crawford 209.87 9 Crawford 158.58 10 Crawford 194.22 11 Crawford 214.59 12 Crawford 150.51 13 Crawford 108.66 14 Crawford 187.42 15 Crawford 138.43 16 Jones 92.94 7 Jones 233.09 18 Jones 194.64 19 Jones 146.88 20 Jones 276.67 21 Jones 256.95 22 Jones 193.44 23 Jones 82.57 24 Jones 98.51 25 Jones 157.04 26 Jones 252.74 27 Jones 200.03 28 Jones 163.59 29 Jones 261.75 30 Smith 223.66 31 Smith 171.49 32 Smith 160.51 33 Smith 186.35 34 Smith 126.85

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