It is believed that the standard deviation of percentage of jobs gained in the first quarter after a recession is 1.2%. A Bureau of Labor Statistics employee conducts a hypothesis test at the 0.05 level of significance on this claim using a large sample, where the value of the chi square test statistic reveals they should perform a left-tailed test on the claim; they find that the P-value is 0.0003. Select the most appropriate conclusion from this test. A. There is not sufficient evidence to suggest that the standard deviation of percentage of jobs gained is less than 1.2%.      B. There is significant evidence to suggest that the standard deviation of percentage of jobs gained is less than 1.2%.        C. There is significant evidence to suggest that the standard deviation of percentage of jobs gained is not 1.2%, and in fact, it is probably lower.      D. There is not sufficient evidence to suggest that the standard deviation of percentage of jobs gained is not equal to 1.2%.

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It is believed that the standard deviation of percentage of jobs gained in the first quarter after a recession is 1.2%. A Bureau of Labor Statistics employee conducts a hypothesis test at the 0.05 level of significance on this claim using a large sample, where the value of the chi square test statistic reveals they should perform a left-tailed test on the claim; they find that the P-value is 0.0003.

Select the most appropriate conclusion from this test.

A. There is not sufficient evidence to suggest that the standard deviation of percentage of jobs gained is less than 1.2%.
 
  
B. There is significant evidence to suggest that the standard deviation of percentage of jobs gained is less than 1.2%.
 
 
  
C. There is significant evidence to suggest that the standard deviation of percentage of jobs gained is not 1.2%, and in fact, it is probably lower.
 
  
D. There is not sufficient evidence to suggest that the standard deviation of percentage of jobs gained is not equal to 1.2%.
 
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