To determine whether a new drug designed to lower a person’s heart rate is effective or not, Dr. Johnson gives the medicine to a random sample of 100 patients with Rapid Heart Rhythm (RHR) and obtains a mean of 128. Dr. Johnson knows the heart rate of the population of individuals with RHR is 135 with a standard deviation of 40. What can the doctor conclude about the new drug? Complete the steps to make a conclusion. What kind of test is appropriate for this question? This is a one-tailed test? True or false. H0: µ_________135 HA: µ_________135 Use your table to find the correct critical value ________ Enter just the numerical part of the obtained value for this sample.
To determine whether a new drug designed to lower a person’s heart rate is effective or not, Dr. Johnson gives the medicine to a random sample of 100 patients with Rapid Heart Rhythm (RHR) and obtains a mean of 128. Dr. Johnson knows the heart rate of the population of individuals with RHR is 135 with a standard deviation of 40. What can the doctor conclude about the new drug? Complete the steps to make a conclusion.
What kind of test is appropriate for this question?
This is a one-tailed test? True or false.
H0: µ_________135 HA: µ_________135
Use your table to find the correct critical value ________
Enter just the numerical part of the obtained value for this sample.
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