A test of significance is to be carried out on the H 0 : $\mu$= 36 against the H a : $\mu$ 0 ? A) > 46.5 B) 45.3 E)This can't be determined with the information provided.

The Answer of A test of significance is to be carried out on the H 0 : $\mu$= 36 against the H a : $\mu$ 0 ? A) > 46.5 B) 45.3 E)This can't be determined with the information provided.

A test of significance is to be carried out on the H 0 : $\mu$= 36 against the H a : $\mu$ 0 ? A) > 46.5 B) 45.3 E)This can't be determined with the information provided.

The Answer of A test of significance is to be carried out on the H 0 : $\mu$= 36 against the H a : $\mu$ 0 ? A) > 46.5 B) 45.3 E)This can't be determined with the information provided.

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A Test of Significance Is to Be Carried Out on the H₀

Question 24

Multiple Choice

A test of significance is to be carried out on the H₀: $\mu$ = 36 against the H_a: $\mu$ < 36,based on data from an SRS selected from a Normally distributed population variable.It was decided to use a level of significance of $\alpha$ = 0.02 to decide whether or not to reject the null hypothesis.The sample data produced a standard deviation of s = 15.6 based on 12 sample values.What values of $A test of significance is to be carried out on the H0: \mu = 36 against the Ha: \mu < 36,based on data from an SRS selected from a Normally distributed population variable.It was decided to use a level of significance of \alpha = 0.02 to decide whether or not to reject the null hypothesis.The sample data produced a standard deviation of s = 15.6 based on 12 sample values.What values of would lead to the rejection of H0? A) > 46.5 B) < 26.7 C) < 25.5 D) > 45.3 E) This can't be determined with the information provided.$ would lead to the rejection of H₀?

A) $A test of significance is to be carried out on the H0: \mu = 36 against the Ha: \mu < 36,based on data from an SRS selected from a Normally distributed population variable.It was decided to use a level of significance of \alpha = 0.02 to decide whether or not to reject the null hypothesis.The sample data produced a standard deviation of s = 15.6 based on 12 sample values.What values of would lead to the rejection of H0? A) > 46.5 B) < 26.7 C) < 25.5 D) > 45.3 E) This can't be determined with the information provided.$ > 46.5
B) $A test of significance is to be carried out on the H0: \mu = 36 against the Ha: \mu < 36,based on data from an SRS selected from a Normally distributed population variable.It was decided to use a level of significance of \alpha = 0.02 to decide whether or not to reject the null hypothesis.The sample data produced a standard deviation of s = 15.6 based on 12 sample values.What values of would lead to the rejection of H0? A) > 46.5 B) < 26.7 C) < 25.5 D) > 45.3 E) This can't be determined with the information provided.$ < 26.7
C) $A test of significance is to be carried out on the H0: \mu = 36 against the Ha: \mu < 36,based on data from an SRS selected from a Normally distributed population variable.It was decided to use a level of significance of \alpha = 0.02 to decide whether or not to reject the null hypothesis.The sample data produced a standard deviation of s = 15.6 based on 12 sample values.What values of would lead to the rejection of H0? A) > 46.5 B) < 26.7 C) < 25.5 D) > 45.3 E) This can't be determined with the information provided.$ < 25.5
D) $A test of significance is to be carried out on the H0: \mu = 36 against the Ha: \mu < 36,based on data from an SRS selected from a Normally distributed population variable.It was decided to use a level of significance of \alpha = 0.02 to decide whether or not to reject the null hypothesis.The sample data produced a standard deviation of s = 15.6 based on 12 sample values.What values of would lead to the rejection of H0? A) > 46.5 B) < 26.7 C) < 25.5 D) > 45.3 E) This can't be determined with the information provided.$ > 45.3
E) This can't be determined with the information provided.

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A Test of Significance Is to Be Carried Out on the H0

A Test of Significance Is to Be Carried Out on the H₀