An administrator in a hospital emergency room ER suspects th

An administrator in a hospital emergency room (ER) suspects that the average amount of time patients have to wait to see a doctor has increased from the previous year. Last year, the average wait time was 126 minutes, with a corresponding standard deviation of 37 minutes. The administrator plans to take a random sample of 30 patients and conduct a hypothesis test to see if there is significant evidence that this year\'s average wait time is longer than last year\'s, using =0.05. Suppose that the population mean wait time this year has indeed increased, to a = 136 minutes. For this problem, you will compute the power associated with this test. (Round your answers to two decimal places.) First, find the critical value under the null hypothesis. t-crit- 1.699 Next, find the value of the sample mean that is associated with this critical value.

Solution

1.699 = x - 126 / [37/srqt(30)]

x = 137.477

t = 137.477 - 136 / [37/srqt(30)] = 0.2186

FOR THE OTHERS LITERALS

I CAN GLADLY HELP YOU BUT YOU SHOULD POST IT A NEW QUESTION