A random sample of 21 waiting times (in minutes) before patients saw a medical professional in a hospital’s minor emergency department had a variance of 1.96 minutes. After a new admissions procedure was implemented, a random sample of 27 waiting times had a variance of 0.64 minute.At α=0.01 can you support the hospital’s claim that the standard deviation of the waiting times has decreased?
Identify the claim and state H0 and Ha. Let σ^2/1 represent the initial variance and σ^2/2 represent the variance for the new process.
Determine the critical value and the rejection region. What is the critical F-value?
What is the rejection region for this F-test?
Calculate the test statistic
Decide whether to reject or fail to reject the null hypothesis.
Interpret the decision in the context of the claim. Can you support the