MAT-FPX2001_TemenMelissa_Assessment4-2

xlsx

School

Capella University *

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Course

2001

Subject

Statistics

Date

Feb 20, 2024

Type

xlsx

Pages

6

Uploaded by SuperHumanBookManatee50

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Your assessment must be submitted using this template. Feel free to add additional work at the bottom, but the top must remain. There are five tables in this worksheet: two for statistical summary, two for confidence intervals, and one for hypothesis tests. To find a table quickly, press Ctrl+G. Press the Tab key to move to input areas of the table. Note: See the worksheet named "Example" (in the bottom tab) for examples of how to fill in the yellow boxes. Blank row, Table 1 begins in A8. Blank row, Table 1 begins in A8. Confidence Intervals: Questions 1–4 Question Sample Size Question Error Lower Limit Upper Limit Conclusion #1 0.5232 86 #1 0.1077166308 0.4154833692 0.63091663083359 We are 95% confident t #2 0.6046 86 #2 0.105446744 0.499153256 0.71004674397037 We are 95% confident t #3 0.4418 86 #3 0.1070997709 0.3347002291 0.54889977091587 We are 95% confident t #4 0.53418 86 #4 0.1075805221 0.4265994779 0.64176052205479 We are 95% confident t End of Table 1, blank row. Table 2 begins in F8. End of Table 2, blank row. Table 3 begins in A15. Statistical Summary: Questions 5–6 Confidence Intervals: Questions 5–6 Question Sample Mean Question Error Lower Limit Upper Limit Conclusion #5 8 2.6 86 #5 0.5607304207 7.4392695793 8.56073042065788 We are 95% confident t #6 5 1.4 86 #6 0.301931765 4.698068235 5.30193176496963 We are 95% confident t End of Table 3, blank row. Table 4 begins in F15. End of table, blank row. Table 5 begins in F21. Blank row. Table 4 begins in F15. End of table, blank row. Table 5 begins in F21. Table 5 begins in F21. Hypothesis Tests: Questions 1–6 Question Ho Ha Reject Ho When Test Statistic #1 p =0.8 p≠.8 z < -1.96 or z > 1.96 -6.41734399888303 #2 p=.7 p≠.7 z < -1.96 or z > 1.96 -1.93058066764528 #3 p=.7 p≠.7 z < -1.96 or z > 1.96 -5.2251145533125 #4 p=.4 p≠.7 z < -1.96 or z > 1.96 -3.35564870344802 #5 μ=7 μ≠7 z < -1.96 or z > 1.96 3.56677634442142 #6 μ=4 μ≠4 z < -1.96 or z > 1.96 6.62401321106836 End of table, blank row. Rejection criteria: Left-tailed test, reject Ho when z < -1.645. Right-tailed test, reject Ho when z > 1.645. Two-tailed test, reject Ho when z < -1.96 or z > 1.96. Statistical Summary: Questions 1–4 Sample Proportion Sample Std Dev Sample Size and Ha. IMPORTANT: Be sure you change Test Statistic formul and Ha.
End of worksheet.
the true population proportion is between 0.415 and 0.631. the true population proportion is between 0.499 and 0.71. the true population proportion is between 0.335 and 0.549. the true population proportion is between 0.427 and 0.642. the true population proportion is between 7.439 and 8.561. the true population proportion is between 4.698 and 5.302. Decision Summary Reject H0 There is sufficient statistical evidence to show the population proportion is not 0.8. Do not Reject H0 There is not sufficient statistical evidence to show the population proportion is not 0.7. Reject H0 There is sufficient statistical evidence to show the population proportion is not 0.7. Reject H0 There is sufficient statistical evidence to show the population proportion is not 0.7. Reject H0 There is sufficient statistical evidence to show the population mean is not 7. Reject H0 There is not sufficient statistical evidence to show the population mean is not 4. e the population statistic in the la to reflect what you put in Ho
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The work below uses made-up data. Remember that the values you use in your hypotheses are up to you. You can compare your population parameters to any value; just remember that the sample statistic must agree with your alternate hypothesis. We always try to reject the null hypothesis; that means we must have evidence (via the sample statistic) that the alternate hypothesis is true. Click in the cell to see the formula used. Blank row, Table 1 begins in A8. Blank row, Table 1 begins in A8. Confidence Intervals: Questions 1–4 Question Question Error Lower Limit Upper Limit Conclusion #1 0.56 322 #1 0.055325126 0.504674874 0.61532512598465 We are 95% confident t #2 0.43 322 #2 0.055178986 0.374821014 0.485178986008212 We are 95% confident t #3 0.48 61 #3 0.1279344094 0.3520655906 0.607934409424338 We are 95% confident t #4 0.852 61 #4 0.0909317885 0.7610682115 0.942931788522686 We are 95% confident t End of Table 1, blank row. Table 2 begins in F8. End of Table 2, blank row. Table 3 begins in A15. Statistical Summary: Questions 5–6 Confidence Intervals: Questions 5–6 Question Sample Size Question Error Lower Limit Upper Limit Conclusion #5 18.7 1.5 322 #5 0.1671834638 18.532816536 18.8671834637726 We are 95% confident t #6 492.03 136.62 61 #6 34.984797073 457.04520293 527.014797072865 We are 95% confident t End of Table 3, blank row. Table 4 begins in F15. End of table, blank row. Table 5 begins in F21. Blank row. Table 4 begins in F15. End of table, blank row. Table 5 begins in F21. Table 5 begins in F21. Hypothesis Tests: Questions 1–6 Question Ho Ha Reject Ho When Test Statistic #1 p ≥ 0.5 p < 0.55 z < -1.645 2.15332301339117 #2 p ≤ 0.50 p > 0.50 z > 1.645 -2.51221018228969 #3 p = 0.60 p ≠ 0.60 z < -1.96 or z > 1.96 -0.312409987036266 #4 p ≥ 0.75 p < 0.75 z < -1.645 5.49841577183829 #5 μ = 17 μ ≠ 17 z < -1.96 or z > 1.96 8.37403394096563 #6 μ ≤ 119 μ > 119 z > 1.645 21.3252630405757 End of table, blank row. Rejection criteria: Left-tailed test, reject Ho when z < -1.645. Right-tailed test, reject Ho when z > 1.645. Two-tailed test, reject Ho when z < -1.96 or z > 1.96. End of worksheet. Statistical Summary: Question Sample Proportio n Sample Size Sample Mean Sample Std Dev and Ha. IMPORTANT: Be sure you change Test Statistic formul and Ha. Ha. Remember that the values used in the hypotheses are whatever you want; just make sure the sample statistic supports Ha. options. FORMAT HINT: Copy the math notation to another cell using copy , then paste . Right- click in the cell to see these options.
the true population proportion is between 0.505 and 0.615. the true population proportion is between 0.375 and 0.485. the true population proportion is between 0.352 and 0.608. the true population proportion is between 0.761 and 0.943. the true population proportion is between 18.533 and 18.867. the true population proportion is between 457.045 and 527.015. Decision Summary Do not Reject Ho There is not sufficient statistical evidence to show the population proportion is less than 0.55. Do not Reject Ho There is not sufficient statistical evidence to show the population proportion is greater than 0.50. Do not Reject Ho There is not sufficient statistical evidence to show the populaton proportion is not 0.60. Reject Ho There is sufficient statistical evidence to show the population proportion is less than 0.75. Reject Ho c Reject Ho There is sufficient statistical evidence to show the population mean is greater than 119. e the population statistic in the la to reflect what you put in Ho
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