In pharmacologic research a variety of measurements are routinely monitored closely
for evidence of side eects of the medication under study. Suppose typical blood-
glucose levels are normally distributed with mean 90 mg/dL and standard deviation
38 mg/dL.
(a) Only values which in the higher 20% values are considered abnormal. How
high should the blood-glucose level be to be classied as abnormal?
(b) Another criteria to classify blood-glucose level as abnormal is if the measure-
ment is greater than 138 mg/dL. What is the probability that three indepen-
dently selected individuals are all classied as abnormal?
Let X be the blood-glucose levels.
a) The value of x such that the probability of the blood-glucose levels is greater than x is 0.20 given by:
That is
### By using Z table
b) The probability that three independently selected individuals are all classied as abnormal is given by
### using Z table
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