If the value of goods declared by all Canadians returning to Canada at the Pigeon River border crossing is normally distributed with a mean of $120 and a standard deviation of $12, then (assuming the border is open) the proportion of all returning Canadians that declare more than $99 is______? The distribution is most appropriate to answer this question? probability 0.99, Chi-Square 0.95, Binomial 0.9599, Normal 0.0401, "z" 0.96, Geometric

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 11ECP: A manufacturer has determined that a machine averages one faulty unit for every 500 it produces....
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If the value of goods declared by all Canadians returning to Canada at the Pigeon
River border crossing is normally distributed with a mean of $120 and a standard
deviation of $12, then (assuming the border is open) the proportion of all returning
Canadians that declare more than $99 is_______? The
distribution is most appropriate to answer this question?
probability
0.99, Chi-Square
0.95, Binomial
0.9599, Normal
0.0401, "z"
0.96, Geometric
Transcribed Image Text:If the value of goods declared by all Canadians returning to Canada at the Pigeon River border crossing is normally distributed with a mean of $120 and a standard deviation of $12, then (assuming the border is open) the proportion of all returning Canadians that declare more than $99 is_______? The distribution is most appropriate to answer this question? probability 0.99, Chi-Square 0.95, Binomial 0.9599, Normal 0.0401, "z" 0.96, Geometric
Over the past hundred years, a certain city has experienced annual increases in
property tax assessments 75 times. What is the probability that increases will occur
fewer than nine times in the next 10 years?_
distribution is most appropriate to answer this question?
--- The
probability
0.349, Normal
0.100, Poisson
0.750, Geometric
0.188, Exponential
0.756, Binominal
Transcribed Image Text:Over the past hundred years, a certain city has experienced annual increases in property tax assessments 75 times. What is the probability that increases will occur fewer than nine times in the next 10 years?_ distribution is most appropriate to answer this question? --- The probability 0.349, Normal 0.100, Poisson 0.750, Geometric 0.188, Exponential 0.756, Binominal
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