Question

In: Statistics and Probability

1. A researcher claims that the mean rate of Infant mortality in the City of Chicago...

1. A researcher claims that the mean rate of Infant mortality in the City of Chicago is below 9.3 %. Based on the data represented for the years 2005 – 2011, perform a hypothesis test to test his claim using a significance level of α= 0.10.

2.Would your conclusion change for question 1 if you used a significance level of α= 0.05? Explain.

Data:

community Area Name Infant Mortality Rate
Rogers Park 6.4
West Ridge 5.1
Uptown 6.5
Lincoln Square 3.8
North Center 2.7
Lake View 2.2
Lincoln park 2.4
Near North Side 6.5
Edison Park 4.6
Norwood Park 4.4
Jefferson Park 8.3
Forest Glen 3.8
North Park 5.4
Albany Park 4.9
Portage Park 4.7
Irving Park 5.3
Dunning 4.9
Montclaire 4.6
Belmont Cragin 5.6
Hermosa 9.3
Avondale 5.7
Logan Square 4.3
Humboldt Park 9.8
West town 5.1
Austin 13.3
West Garfield Park 19
East Garfield Park 11
Near West side 9.1
North Lawndale 14.1
South Lawndale 5.9
Lower West Side 5.4
Loop 5.7
Near South Side 4.8
Armour Square 1.5
Douglas 13.4
Oakland 8.2
Fuller Park 22.6
Grand Boulevard 12.1
Kenwood 8.9
Washington Park 19.3
Hyde Park 10.4
Woodlawn 11.5
South Shore 11.4
Chatham 10.9
Avalon Park 11.4
South Chicago 17.7
Burnside 13
Calumet Heights 13.9
Roseland 9.6
Pullman 13.6
South Deering 11.8
East Side 3.7
West Pullman 11.9
Riverdale 8.7
Hegewisch 8.4
Garfield Ridge 4.5
Archer Heights 5.2
Brighton Park 5.9
McKinley Park 7.3
Bridgeport 8
New City 7.9
West Elsdon 8.1
Gage Park 5.4
Clearing 6.7
West Lawn 8.4
Chicago Lawn 11.1
West Englewood 13.3
Englewood 13.4
Greater Grand Crossing 14.2
Ashburn 10.2
Auburn Gresham 15.6
Beverly 10
Washington Heights 11.2
Mount Greenwood 3.3
Morgan Park 13.1
O'Hare 2
Edgewater 6.9

Please show work. Thank you :)

Solutions

Expert Solution

We have to test the hypothesis ,

Ho:The mean rate of infant mortality in the city of Chicago is below 9.3℅.

Vs

H1: The mean rate of infant mortality in the city of Chicago is not below 9.3℅.ie. above 9.3℅.


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