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If the Population Distribution of the Differences Between Means of Dependent

Question 72

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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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