Asked by cool boy

Sampling Variability in the Sample Proportion Quick Check
4 of 54 of 5 Items














Question
Use the image to answer the question.

A histogram is titled Sampling Distributions of Sample Proportions of a Population.
▶Click for Long Desc

Which of the following frequency tables corresponds to the histogram?

(1 point)
Responses

This table shows the sample proportions data for comparison with the histogram.
Sample Number Sample Proportion
1 0.8
2 0.78
3 0.78
4 0.86
5 0.89
6 0.47
7 0.86
8 0.69
9 0.53
10 0.62
Table with 2 columns and 11 rows.Row 1: Column 1, 'Sample Number'; Column 2, 'Sample Proportion' Row 2: Column 1, '1'; Column 2, '0.8' Row 3: Column 1, '2'; Column 2, '0.78' Row 4: Column 1, '3'; Column 2, '0.78' Row 5: Column 1, '4'; Column 2, '0.86' Row 6: Column 1, '5'; Column 2, '0.89' Row 7: Column 1, '6'; Column 2, '0.47' Row 8: Column 1, '7'; Column 2, '0.86' Row 9: Column 1, '8'; Column 2, '0.69' Row 10: Column 1, '9'; Column 2, '0.53' Row 11: Column 1, '10'; Column 2, '0.62'

This table shows the sample proportions data for comparison with the histogram.
Sample Number Sample Proportion
1 0.8
2 0.78
3 0.78
4 0.86
5 0.89
6 0.47
7 0.36
8 0.69
9 0.53
10 0.62
Table with 2 columns and 11 rows.Row 1: Column 1, 'Sample Number'; Column 2, 'Sample Proportion' Row 2: Column 1, '1'; Column 2, '0.8' Row 3: Column 1, '2'; Column 2, '0.78' Row 4: Column 1, '3'; Column 2, '0.78' Row 5: Column 1, '4'; Column 2, '0.86' Row 6: Column 1, '5'; Column 2, '0.89' Row 7: Column 1, '6'; Column 2, '0.47' Row 8: Column 1, '7'; Column 2, '0.36' Row 9: Column 1, '8'; Column 2, '0.69' Row 10: Column 1, '9'; Column 2, '0.53' Row 11: Column 1, '10'; Column 2, '0.62'

This table shows the sample proportions data for comparison with the histogram.
Sample Number Sample Proportion
1 0.8
2 0.78
3 0.78
4 0.86
5 0.89
6 0.47
7 0.86
8 0.69
9 0.53
10 0.92
Table with 2 columns and 11 rows.Row 1: Column 1, 'Sample Number'; Column 2, 'Sample Proportion' Row 2: Column 1, '1'; Column 2, '0.8' Row 3: Column 1, '2'; Column 2, '0.78' Row 4: Column 1, '3'; Column 2, '0.78' Row 5: Column 1, '4'; Column 2, '0.86' Row 6: Column 1, '5'; Column 2, '0.89' Row 7: Column 1, '6'; Column 2, '0.47' Row 8: Column 1, '7'; Column 2, '0.86' Row 9: Column 1, '8'; Column 2, '0.69' Row 10: Column 1, '9'; Column 2, '0.53' Row 11: Column 1, '10'; Column 2, '0.92'

This table shows the sample proportions data for comparison with the histogram.
Sample Number Sample Proportion
1 0.8
2 0.78
3 0.78
4 0.86
5 0.56
6 0.47
7 0.86
8 0.69
9 0.53
10 0.62
Table with 2 columns and 11 rows.Row 1: Column 1, 'Sample Number'; Column 2, 'Sample Proportion' Row 2: Column 1, '1'; Column 2, '0.8' Row 3: Column 1, '2'; Column 2, '0.78' Row 4: Column 1, '3'; Column 2, '0.78' Row 5: Column 1, '4'; Column 2, '0.86' Row 6: Column 1, '5'; Column 2, '0.56' Row 7: Column 1, '6'; Column 2, '0.47' Row 8: Column 1, '7'; Column 2, '0.86' Row 9: Column 1, '8'; Column 2, '0.69' Row 10: Column 1, '9'; Column 2, '0.53' Row 11: Column 1, '10'; Column 2, '0.62'
Skip to navigation

All Answers 1

Answered by GPT-5 mini AI
Answer: the first table (Sample 1–10 proportions = 0.80, 0.78, 0.78, 0.86, 0.89, 0.47, 0.86, 0.69, 0.53, 0.62).

Reason: the histogram’s bar heights and locations (two values near 0.78, two near 0.86, one near 0.89, one around 0.69, one around 0.62, one around 0.53 and one low value ~0.47) match that set of sample proportions.