Make the summary statistics needed for the hypothesis test based on the following scatterplot that shows the per capita income on the horizontal axis and the Overdose Death Rate on the vertical axis. Briefly summarize the visual association between the two variables (positive, negative, or no association). State 2019 Per Capita Income Overdose Death Rate (per 100,000) Alabama $ 44,145.00 16.3 Alaska $ 62,806.00 17.8 Arizona $ 46,058.00 26.8 Arkansas $ 44,629.00 13.5 California $ 66,619.00 15 Colorado $ 61,157.00 18 Connecticut $ 77,289.00 34.7 Delaware $ 54,485.00 48 Florida $ 52,426.00 25.5 Georgia $ 48,236.00 13.1 Hawaii $ 57,015.00 15.9 Idaho $ 45,968.00 15.1 Illinois $ 58,764.00 21.9 Indiana $ 48,678.00 26.6 Iowa $ 51,865.00 11.5 Kansas $ 53,426.00 14.3 Kentucky $ 43,770.00 32.5 Louisiana $ 47,460.00 28.3 Maine $ 50,634.00 29.9 Maryland $ 64,640.00 38.2 Massachusetts $ 74,187.00 32.1 Michigan $ 49,228.00 24.4 Minnesota $ 58,834.00 14.2 Mississippi $ 38,914.00 13.6 Missouri $ 48,656.00 26.9 Montana $ 49,747.00 14.1 Nebraska $ 54,515.00 8.7 Nevada $ 51,161.00 20.1 New Hampshire $ 63,502.00 32 New Jersey $ 70,471.00 31.7 New Mexico $ 43,326.00 30.2 New York $ 71,717.00 18.2 North Carolina $ 47,766.00 22.3 North Dakota $ 57,232.00 11.4 Ohio $ 50,199.00 38.3 Oklahoma $ 47,341.00 16.7 Oregon $ 53,191.00 14 Pennsylvania $ 58,032.00 35.6 Rhode Island $ 56,361.00 29.5 South Carolina $ 45,438.00 22.7 South Dakota $ 53,962.00 10.5 Tennessee $ 48,684.00 31.2 Texas $ 52,813.00 10.8 Utah $ 48,939.00 18.9 Vermont $ 55,293.00 23.8 Virginia $ 59,657.00 18.3 Washington $ 64,758.00 15.8 West Virginia $ 42,315.00 52.8 Wisconsin $ 53,227.00 21.1 Wyoming $ 62,189.00 14.1
Make the summary statistics needed for the hypothesis test based on the following scatterplot that shows the per capita income on the horizontal axis and the Overdose Death Rate on the vertical axis. Briefly summarize the visual association between the two variables (positive, negative, or no association). State 2019 Per Capita Income Overdose Death Rate (per 100,000) Alabama $ 44,145.00 16.3 Alaska $ 62,806.00 17.8 Arizona $ 46,058.00 26.8 Arkansas $ 44,629.00 13.5 California $ 66,619.00 15 Colorado $ 61,157.00 18 Connecticut $ 77,289.00 34.7 Delaware $ 54,485.00 48 Florida $ 52,426.00 25.5 Georgia $ 48,236.00 13.1 Hawaii $ 57,015.00 15.9 Idaho $ 45,968.00 15.1 Illinois $ 58,764.00 21.9 Indiana $ 48,678.00 26.6 Iowa $ 51,865.00 11.5 Kansas $ 53,426.00 14.3 Kentucky $ 43,770.00 32.5 Louisiana $ 47,460.00 28.3 Maine $ 50,634.00 29.9 Maryland $ 64,640.00 38.2 Massachusetts $ 74,187.00 32.1 Michigan $ 49,228.00 24.4 Minnesota $ 58,834.00 14.2 Mississippi $ 38,914.00 13.6 Missouri $ 48,656.00 26.9 Montana $ 49,747.00 14.1 Nebraska $ 54,515.00 8.7 Nevada $ 51,161.00 20.1 New Hampshire $ 63,502.00 32 New Jersey $ 70,471.00 31.7 New Mexico $ 43,326.00 30.2 New York $ 71,717.00 18.2 North Carolina $ 47,766.00 22.3 North Dakota $ 57,232.00 11.4 Ohio $ 50,199.00 38.3 Oklahoma $ 47,341.00 16.7 Oregon $ 53,191.00 14 Pennsylvania $ 58,032.00 35.6 Rhode Island $ 56,361.00 29.5 South Carolina $ 45,438.00 22.7 South Dakota $ 53,962.00 10.5 Tennessee $ 48,684.00 31.2 Texas $ 52,813.00 10.8 Utah $ 48,939.00 18.9 Vermont $ 55,293.00 23.8 Virginia $ 59,657.00 18.3 Washington $ 64,758.00 15.8 West Virginia $ 42,315.00 52.8 Wisconsin $ 53,227.00 21.1 Wyoming $ 62,189.00 14.1
Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter11: Exponential And Logarithmic Functions
Section11.S: Summary
Problem 18S
Related questions
Question
Make the summary statistics needed for the hypothesis test based on the following
State | 2019 | |
Per Capita Income | Overdose Death Rate (per 100,000) | |
Alabama | $ 44,145.00 | 16.3 |
Alaska | $ 62,806.00 | 17.8 |
Arizona | $ 46,058.00 | 26.8 |
Arkansas | $ 44,629.00 | 13.5 |
California | $ 66,619.00 | 15 |
Colorado | $ 61,157.00 | 18 |
Connecticut | $ 77,289.00 | 34.7 |
Delaware | $ 54,485.00 | 48 |
Florida | $ 52,426.00 | 25.5 |
Georgia | $ 48,236.00 | 13.1 |
Hawaii | $ 57,015.00 | 15.9 |
Idaho | $ 45,968.00 | 15.1 |
Illinois | $ 58,764.00 | 21.9 |
Indiana | $ 48,678.00 | 26.6 |
Iowa | $ 51,865.00 | 11.5 |
Kansas | $ 53,426.00 | 14.3 |
Kentucky | $ 43,770.00 | 32.5 |
Louisiana | $ 47,460.00 | 28.3 |
Maine | $ 50,634.00 | 29.9 |
Maryland | $ 64,640.00 | 38.2 |
Massachusetts | $ 74,187.00 | 32.1 |
Michigan | $ 49,228.00 | 24.4 |
Minnesota | $ 58,834.00 | 14.2 |
Mississippi | $ 38,914.00 | 13.6 |
Missouri | $ 48,656.00 | 26.9 |
Montana | $ 49,747.00 | 14.1 |
Nebraska | $ 54,515.00 | 8.7 |
Nevada | $ 51,161.00 | 20.1 |
New Hampshire | $ 63,502.00 | 32 |
New Jersey | $ 70,471.00 | 31.7 |
New Mexico | $ 43,326.00 | 30.2 |
New York | $ 71,717.00 | 18.2 |
North Carolina | $ 47,766.00 | 22.3 |
North Dakota | $ 57,232.00 | 11.4 |
Ohio | $ 50,199.00 | 38.3 |
Oklahoma | $ 47,341.00 | 16.7 |
Oregon | $ 53,191.00 | 14 |
Pennsylvania | $ 58,032.00 | 35.6 |
Rhode Island | $ 56,361.00 | 29.5 |
South Carolina | $ 45,438.00 | 22.7 |
South Dakota | $ 53,962.00 | 10.5 |
Tennessee | $ 48,684.00 | 31.2 |
Texas | $ 52,813.00 | 10.8 |
Utah | $ 48,939.00 | 18.9 |
Vermont | $ 55,293.00 | 23.8 |
Virginia | $ 59,657.00 | 18.3 |
Washington | $ 64,758.00 | 15.8 |
West Virginia | $ 42,315.00 | 52.8 |
Wisconsin | $ 53,227.00 | 21.1 |
Wyoming | $ 62,189.00 | 14.1 |
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