Arcadia police believe that there is a relationship between the number of accidents in selected cities and days of the week. To test this claim, they randomly select a few cities from last week. The results are shown in the table below. At a level of significance of 1%, can we conclude using Chi Square Test that the number of accidents in selected cities are related to the select days of the week? a) State Ho, Ha (b) Critical value (c) T-Stat and (d) Interpret all your results. San Temple El Alhambra Arcadia Monrovia Pasadena Gabriel City Monte Monday 18 41 22 16 14 15 Friday 25 18 24 17 24 34

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Arcadia police believe that there is a relationship between the number of accidents in selected cities
and days of the week. To test this claim, they randomly select a few cities from last week. The results
are shown in the table below. At a level of significance of 1%, can we conclude using Chi Square Test
that the number of accidents in selected cities are related to the select days of the week?
a) State Ho, Ha (b) Critical value (c) T-Stat and (d) Interpret all your results.
San
Temple El
Alhambra
Arcadia
Monrovia
Pasadena
Gabriel City
Monte
Monday
18
41
22
16
14
15
Friday
25
18
24
17
24
5
34
Transcribed Image Text:Arcadia police believe that there is a relationship between the number of accidents in selected cities and days of the week. To test this claim, they randomly select a few cities from last week. The results are shown in the table below. At a level of significance of 1%, can we conclude using Chi Square Test that the number of accidents in selected cities are related to the select days of the week? a) State Ho, Ha (b) Critical value (c) T-Stat and (d) Interpret all your results. San Temple El Alhambra Arcadia Monrovia Pasadena Gabriel City Monte Monday 18 41 22 16 14 15 Friday 25 18 24 17 24 5 34
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