The population (in thousands) of 16 cities is given. This is a small sample from the bigger population of all cities in a country.**JMP Applet**- **Graph Explanation:** - The graph is a histogram showing the distribution of population sizes (in thousands) for 16 cities. Population values are plotted on the x-axis, and frequency is on the y-axis. The histogram shows a roughly normal distribution with a peak around 800, and it includes a box plot above the bars indicating the interquartile range and median.**Quantiles:**- Maximum: 1000- 99.5%: 1000- 97.5%: 970- 90.0%: 965- Upper quartile (75.0%): 898.75- Median (50.0%): 827.5- Lower quartile (25.0%): 716.25- 10.0%: 635- 2.5%: 600- Minimum: 600**Summary Statistics:**- Mean: 815.6875- Standard Deviation (Std Dev): 110.08222- Standard Error Mean (Std Err Mean): 27.520556- Upper 95% Mean: 874.34618- Lower 95% Mean: 757.02882- Sample Size (N): 16*Click here to access the JMP applet in a new window.***Question (a):**Based on the distribution of the sample, which of the following are correct? (Select all that apply.)- □ Since the data is almost normal, a t-test is appropriate.- □ A t-test is appropriate since the population standard deviation is given.- □ A t-test is appropriate since the sample size is smaller than 30.- □ A t-test is appropriate since the population standard deviation is not known.- □ A z-test is appropriate since the sample standard deviation is given.- □ There are 16 degrees of freedom.- □ There are 15 degrees of freedom.- □ A z-test is appropriate since the sample size is smaller than 30. **Determine the correct critical value of the t-distribution for α = 0.05. (Assume a one-sided test.)**- ○ 1.341- ○ 1.753- ○ 2.345- ○ 2.947- ○ 3.733**Should you reject or fail to reject the null hypothesis, or is there not enough information to decide? A sample statistic is tested with α = 0.05, and the corresponding t-value is 1.8 for this sample.**- ○ Reject the null hypothesis.- ○ Fail to reject the null hypothesis.- ○ Not enough information is given.You may need to use the appropriate table in the [Appendix of Tables](#) to answer this question.

Name: The population (in thousands) of 16 cities is given. This is a small
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Description: The population (in thousands) of 16 cities is given. This is a small sample from the bigger population of all cities in a country.**JMP Applet**- **Graph Explanation:** - The graph is a histogram showing the distribution of population sizes (in th

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The population (in thousands) of 16 cities is given. This is a small sample from the bigger population of all cities in a country. в МP Арplet mp Distributions Population Quantiles Summary Statistics Mean Std Dev 100.0% maximum 1000 815.6875 99.5% 1000 110.08222 97.5% 1000 Std Err Mean 27.520556 Upper 95% Mean 874.34618 Lower 95% Mean 757.02882 90.0% 965 75.0% quartile 898.75 50.0% median 827.5 N 16 25.0% quartile 716.25 10.0% 800 700 800 000 635 600 1000 2.5% 0.5% 600 600 0.0% minimum Click here to access the JMP applet in a new window. O (a) Based on the distribution of the sample, which of the following are correct? (Select all that apply.) O Since the data is almost normal, a t-test is appropriate. O A t-test is appropriate since the population standard deviation is given. O A t-test is appropriate since the sample size is smaller than 30. O A t-test is appropriate since the population standard deviation is not known. O A z-test is appropriate since the sample standard deviation is given. There are 16 degrees of freedom. O There are 15 degrees of freedom. O A z-test is appropriate since the sample size is smaller than 30.

The population (in thousands) of 16 cities is given. This is a small sample from the bigger population of all cities in a country. в МP Арplet mp Distributions Population Quantiles Summary Statistics Mean Std Dev 100.0% maximum 1000 815.6875 99.5% 1000 110.08222 97.5% 1000 Std Err Mean 27.520556 Upper 95% Mean 874.34618 Lower 95% Mean 757.02882 90.0% 965 75.0% quartile 898.75 50.0% median 827.5 N 16 25.0% quartile 716.25 10.0% 800 700 800 000 635 600 1000 2.5% 0.5% 600 600 0.0% minimum Click here to access the JMP applet in a new window. O (a) Based on the distribution of the sample, which of the following are correct? (Select all that apply.) O Since the data is almost normal, a t-test is appropriate. O A t-test is appropriate since the population standard deviation is given. O A t-test is appropriate since the sample size is smaller than 30. O A t-test is appropriate since the population standard deviation is not known. O A z-test is appropriate since the sample standard deviation is given. There are 16 degrees of freedom. O There are 15 degrees of freedom. O A z-test is appropriate since the sample size is smaller than 30.

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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