Statistics from a college's climate center indicate that the city the college is in gets an...
Statistics from a college's climate center indicate that the city the college is in gets an average of 35.9" of rain each year, with a standard deviation of 4.1". Assume that a Normal model applies. Complete parts a through d below.
A. During what percentage of years does this city get more than 41" of rain?
The percentage of years with more than 41" of rain is ___ %.
Homework Answers
X ~ N ( µ = 35.9 , σ = 4.1 )
We covert this to standard normal as
P ( X < x) = P ( (Z < X - µ ) / σ )
P ( X > 41 ) = P(Z > (41 - 35.9 ) / 4.1 )
= P ( Z > 1.24 )
= 1 - P ( Z < 1.24 )
= 1 - 0.8925
= 0.1075
= 10.75 %
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Statistics from a college's climate center indicate that the
city the college is in gets an...
Statistics from a college's climate center indicate that the city the college is in gets an...
Statistics from a college's climate center indicate that the city the college is in gets an average of 35.9" of rain each year, with a standard deviation of 4.1". Assume that a Normal model applies. Complete parts a through d below. The percentage of years with more than 41" of rain is 10.75%. b) Less than how much rain falls in the driest 20% of all years? The driest 20% of all years get at most nothing" of rain.
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