What is your conclusion? Is there a statistically significant evidence (in the given significance level 0.01) of a linear relationship between years and hours that Americans slept per night? Type...


What is your conclusion?<br>Is there a statistically significant evidence (in the given significance level 0.01) of a<br>linear relationship between years and hours that Americans slept per night?<br>Type

Extracted text: What is your conclusion? Is there a statistically significant evidence (in the given significance level 0.01) of a linear relationship between years and hours that Americans slept per night? Type "Yes" or "No" :0.05, then what is your conclusion If we change the level of significance to a = on the above statement? Type "Yes" or "No"
In 1950, Americans slept an average of 8.1 hours per night, while in 1972 the<br>average was 7.4 hours per night. In 2004, Americans slept an average of 6.9<br>hrs/night and in 1900 the average was 8.5 hrs/night. This data was used to find the<br>estimated regression lineŷ = 8. 62 – 0.016x<br>0. 01.<br>Given SSR = 1.43 and MSE = 0.05, conduct a test for significance at a =<br>Use the F-statistic and the p-value method.<br>Determine the value of test statistics F:<br>(Hint: Use the fact MSR=SSR and F=MSR/MSE)<br>What is the p-value? (Round to four place decimal)<br>(Hint: Use F distribution formula in excel:<br>1 – F. DIST(F – value, df1, df2,TRUE)) with df1=1 and<br>df2=2)<br>

Extracted text: In 1950, Americans slept an average of 8.1 hours per night, while in 1972 the average was 7.4 hours per night. In 2004, Americans slept an average of 6.9 hrs/night and in 1900 the average was 8.5 hrs/night. This data was used to find the estimated regression lineŷ = 8. 62 – 0.016x 0. 01. Given SSR = 1.43 and MSE = 0.05, conduct a test for significance at a = Use the F-statistic and the p-value method. Determine the value of test statistics F: (Hint: Use the fact MSR=SSR and F=MSR/MSE) What is the p-value? (Round to four place decimal) (Hint: Use F distribution formula in excel: 1 – F. DIST(F – value, df1, df2,TRUE)) with df1=1 and df2=2)

Jun 03, 2022
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