The height of the JP adult male follows normal distribution with the mean = 75 inches and with the SD =5 inches, if I random choose an adult male,
(1) What is the probability to see the height of the selected people is at most (≤) equal to 85 inches.
(2) What is the probability to see this people’s height is between 60 and 80 inches?
(1) What is the probability to see the height of the selected people is at most (≤) equal to 85 inches.
The following information has been provided:
We need to compute . The corresponding z-value needed to be computed:
Therefore,
(2) What is the probability to see this people’s height is between 60 and 80 inches?
The following information has been provided:
We need to compute . The corresponding z-values needed to be computed are:
Therefore, we get:
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