Which letter indicates the critical value or cutoff score that is nearest the test statistic, and compares against it to draw an appropriate conclusion? _____ Which letter shows the comparison of the test statistic against the critical value? _____ Which letter reflects the calculation of the p-value? _____ Which letter indicates the comparison of the p-value against the significance level? _____ Which letter reflects the calculation of the confidence interval? _____ Which letter displays the actual confidence interval? _____ Which letter indicates that the hypothesized value falls outside the confidence interval? Which letter indicates the corresponding confidence level? _____ Which letter indicates the null hypothesis, sometimes referred to as the original claim? _____ Which letter indicates the alternative or research hypothesis, sometimes referred to as the counter claim? _____ Which letter reflects the calculation of the test statistic? _____
Which letter indicates the critical value or cutoff score that is nearest the test statistic, and compares against it to draw an appropriate conclusion? _____
Which letter shows the comparison of the test statistic against the critical value? _____
Which letter reflects the calculation of the p-value? _____
Which letter indicates the comparison of the p-value against the significance level? _____
Which letter reflects the calculation of the confidence interval? _____
Which letter displays the actual confidence interval? _____
Which letter indicates that the hypothesized value falls outside the confidence interval?
Which letter indicates the corresponding confidence level? _____
Which letter indicates the null hypothesis, sometimes referred to as the original claim? _____
Which letter indicates the alternative or research hypothesis, sometimes referred to as the counter claim? _____
Which letter reflects the calculation of the test statistic? _____
![|H, :µ= 18 |a
|H,:µ#18+b|
17.75 – 18
!!
1.25
V100
1-α -95%- d
a = 5% +@ %= 2.5% +F]
Excel: = NORM S INV (2.5%)=-1.95996 =z,825 =-1.96 +g
Excel: = NORM S.INV (97.5%)=+1.95996 = z, 975 = +1.96 + h|
-2<-1.96I
Excel: = NORM S DIST (-2,true)=0.02275 x 2 = 0.0455 –7
4.55% < 5% + k
%3D
%3D
1.25
=17.75±1.96×-
V100
[17.505,17.995]=95% C.I. + m]
18 >17.995 n](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F07a03025-bd1f-4958-84e0-cc4c87b074be%2F56c38b8d-7a7c-45cb-ad41-e1044db5e058%2Flcp7fxo_processed.png&w=3840&q=75)
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