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Which of the Following Is the Fisher's 100(1− α)% Confidence

Question 50

Multiple Choice

Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μi - μj?


A) ( Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> i - Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> j) ± Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub>
B) ( Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> i - Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> j) ± Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub>
C) ( Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> i - Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> j) ± Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub>
D) ( Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> i - Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub> j) ± tα,c-1
Which of the following is the Fisher's 100(1− α) % confidence interval for the difference between two population means μ<sub>i</sub> - μ<sub>j</sub>? A) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± B) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± C) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± D) ( <sub>i - </sub> <sub> </sub> <sub>j</sub>) ± t<sub>α,c</sub><sub>-1</sub> <sub> </sub>

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