Fill in the blank. In a drive thru performance study, the average service time for McDonald's is 209.79 seconds with a standard deviation of 9.9 seconds. A random sample of 67 times is taken. There is a 80% chance that the average drive-thru service time is greater than ________ seconds.
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Given that,
= / n = 9.9 / 67
P(Z > -0.84) = 0.80
z = -0.84
= z * + = -0.84 * 9.9 / 67 + 209.79 = 208.77
There is a 80% chance that the average drive-thru service time is greater than 208.77 seconds.
5)
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