Due Today at 11:59 PM MST distribution among all Americans, as described by the
ID: 3320894 • Letter: D
Question
Due Today at 11:59 PM MST distribution among all Americans, as described by the census data. Your data satisfies the requirements for a chi-square test. You conduct the test using = .05 and reject the null hypothesis. You conclude there is a significant difference between the distribution of household sizes among welfare recipients and the distribution of the U.S population as provided by the census data. The following table shows the hypothetical results of sample of welfare recipients with the expected frequencies as computed using the census data shown in parentheses. the study. This table displays the observed frequencies in the puted using the census data shown in parentheses Frequencies: Observed (Expected) Household Size five-or-more-person four person three-person two-person one-person 30 (21:6) 28 (28.3)25 (32.9) 50 (64.9) 66 (51 4) To describe the details of the significant result, compare the provided observed and expected frequendes. Which of the following statements best describes the results? O A higher proportion of welfare recipients live in either larger households (five-or-more people) or smaller households (one-person) than the general U.S. population. population population. O A higher proportion of welfare recipients live in larger households (five-or-more people) than the general U.s O A higher proportion of welfare recipients live in smaller households (one-person) than the general u.s Player ww 2700182 Type here to searchExplanation / Answer
Result:
A higher proportion of welfare recipients live on smaller households than the gereral U.S.population.
Goodness of Fit Test
observed
expected
O - E
(O - E)² / E
% of chisq
30
21.600
8.400
3.267
25.65
28
28.300
-0.300
0.003
0.02
25
32.900
-7.900
1.897
14.90
50
64.900
-14.900
3.421
26.86
66
51.400
14.600
4.147
32.57
199
199.100
-0.100
12.735
100.00
Warning: sums should be equal.
12.73
chi-square
4
df
.0126
p-value
Goodness of Fit Test
observed
expected
O - E
(O - E)² / E
% of chisq
30
21.600
8.400
3.267
25.65
28
28.300
-0.300
0.003
0.02
25
32.900
-7.900
1.897
14.90
50
64.900
-14.900
3.421
26.86
66
51.400
14.600
4.147
32.57
199
199.100
-0.100
12.735
100.00
Warning: sums should be equal.
12.73
chi-square
4
df
.0126
p-value
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