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A Researcher Performs a Hypothesis Test to Test the Claim

Question 27

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A researcher performs a hypothesis test to test the claim that for a particular breed of dog,the mean weight of an adult dog is less than 18 kg.Use the given computer output to draw a conclusion about the mean adult dog weight for this breed at a significance level of 0.05.
Test of A researcher performs a hypothesis test to test the claim that for a particular breed of dog,the mean weight of an adult dog is less than 18 kg.Use the given computer output to draw a conclusion about the mean adult dog weight for this breed at a significance level of 0.05. Test of   : μ = 18 vs   : μ < 18   A) Fail to reject the null- there is strong evidence that the mean weight is less than 18 kg. B) Reject the null- there is strong evidence that the mean weight is 18 kg. C) Reject the null- there is strong evidence that the mean weight is less than 18 kg. D) Fail to reject the null- there is strong evidence that the mean weight is 18 kg. E) There is insufficient information to draw a conclusion.
: μ = 18 vs A researcher performs a hypothesis test to test the claim that for a particular breed of dog,the mean weight of an adult dog is less than 18 kg.Use the given computer output to draw a conclusion about the mean adult dog weight for this breed at a significance level of 0.05. Test of   : μ = 18 vs   : μ < 18   A) Fail to reject the null- there is strong evidence that the mean weight is less than 18 kg. B) Reject the null- there is strong evidence that the mean weight is 18 kg. C) Reject the null- there is strong evidence that the mean weight is less than 18 kg. D) Fail to reject the null- there is strong evidence that the mean weight is 18 kg. E) There is insufficient information to draw a conclusion.
: μ < 18 A researcher performs a hypothesis test to test the claim that for a particular breed of dog,the mean weight of an adult dog is less than 18 kg.Use the given computer output to draw a conclusion about the mean adult dog weight for this breed at a significance level of 0.05. Test of   : μ = 18 vs   : μ < 18   A) Fail to reject the null- there is strong evidence that the mean weight is less than 18 kg. B) Reject the null- there is strong evidence that the mean weight is 18 kg. C) Reject the null- there is strong evidence that the mean weight is less than 18 kg. D) Fail to reject the null- there is strong evidence that the mean weight is 18 kg. E) There is insufficient information to draw a conclusion.


A) Fail to reject the null- there is strong evidence that the mean weight is less than 18 kg.
B) Reject the null- there is strong evidence that the mean weight is 18 kg.
C) Reject the null- there is strong evidence that the mean weight is less than 18 kg.
D) Fail to reject the null- there is strong evidence that the mean weight is 18 kg.
E) There is insufficient information to draw a conclusion.

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