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If the Population Distribution of the Differences Between Means of Dependent

Question 30

Multiple Choice

If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by:


A) If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by: A) ± t<sub>n</sub><sub>-1,α/2</sub> B) ± t<sub>n</sub><sub>-1,α/2</sub> C) ± t<sub>n</sub><sub>-1,α/2</sub> D) ± t<sub>n</sub><sub>-1,α/2</sub>
± tn-1,α/2
If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by: A) ± t<sub>n</sub><sub>-1,α/2</sub> B) ± t<sub>n</sub><sub>-1,α/2</sub> C) ± t<sub>n</sub><sub>-1,α/2</sub> D) ± t<sub>n</sub><sub>-1,α/2</sub>
B) If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by: A) ± t<sub>n</sub><sub>-1,α/2</sub> B) ± t<sub>n</sub><sub>-1,α/2</sub> C) ± t<sub>n</sub><sub>-1,α/2</sub> D) ± t<sub>n</sub><sub>-1,α/2</sub>
± tn-1,α/2
If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by: A) ± t<sub>n</sub><sub>-1,α/2</sub> B) ± t<sub>n</sub><sub>-1,α/2</sub> C) ± t<sub>n</sub><sub>-1,α/2</sub> D) ± t<sub>n</sub><sub>-1,α/2</sub>
C) If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by: A) ± t<sub>n</sub><sub>-1,α/2</sub> B) ± t<sub>n</sub><sub>-1,α/2</sub> C) ± t<sub>n</sub><sub>-1,α/2</sub> D) ± t<sub>n</sub><sub>-1,α/2</sub>
± tn-1,α/2
If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by: A) ± t<sub>n</sub><sub>-1,α/2</sub> B) ± t<sub>n</sub><sub>-1,α/2</sub> C) ± t<sub>n</sub><sub>-1,α/2</sub> D) ± t<sub>n</sub><sub>-1,α/2</sub>
D) If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by: A) ± t<sub>n</sub><sub>-1,α/2</sub> B) ± t<sub>n</sub><sub>-1,α/2</sub> C) ± t<sub>n</sub><sub>-1,α/2</sub> D) ± t<sub>n</sub><sub>-1,α/2</sub>
± tn-1,α/2
If the population distribution of the differences between means of dependent samples is assumed to be normal,then a 100(1- α) % confidence interval for the difference between two means and dependent samples is given by: A) ± t<sub>n</sub><sub>-1,α/2</sub> B) ± t<sub>n</sub><sub>-1,α/2</sub> C) ± t<sub>n</sub><sub>-1,α/2</sub> D) ± t<sub>n</sub><sub>-1,α/2</sub>

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