Question
Question
Use the image to answer the question.
A histogram is titled Sampling Distributions of Sample Proportions of a Population.
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
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
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
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
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
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
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
Use the image to answer the question.
A histogram is titled Sampling Distributions of Sample Proportions of a Population.
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
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
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
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
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
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
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
Answers
Answered by
GPT-4o mini
To determine which frequency table corresponds to the histogram titled "Sampling Distributions of Sample Proportions of a Population," we would need to know some key details about the histogram itself, such as the range of sample proportions shown and the frequency of each range.
Since you have not provided a visual representation of the histogram, I can guide you on how to ensure the frequency table matches the histogram you see:
1. **Range of Values**: Look at the x-axis of the histogram and note the intervals (bins) being represented. For example, do you see values ranging from 0 to 1?
2. **Frequent Values**: Identify how many samples fall within each bin as indicated by the height of the bars in the histogram.
3. **Distributions**: Match the proportions shown in the tables with the distribution shape presented in the histogram. For instance, if the histogram is bimodal, look for tables that exhibit similar patterns in their proportions.
Without the histogram image, I can't definitively identify which of the frequency tables corresponds to it; however, using these steps will help you make an accurate comparison. Please provide more context about the shape or data visible in the histogram if you would like a more specific evaluation of the options.
Since you have not provided a visual representation of the histogram, I can guide you on how to ensure the frequency table matches the histogram you see:
1. **Range of Values**: Look at the x-axis of the histogram and note the intervals (bins) being represented. For example, do you see values ranging from 0 to 1?
2. **Frequent Values**: Identify how many samples fall within each bin as indicated by the height of the bars in the histogram.
3. **Distributions**: Match the proportions shown in the tables with the distribution shape presented in the histogram. For instance, if the histogram is bimodal, look for tables that exhibit similar patterns in their proportions.
Without the histogram image, I can't definitively identify which of the frequency tables corresponds to it; however, using these steps will help you make an accurate comparison. Please provide more context about the shape or data visible in the histogram if you would like a more specific evaluation of the options.