tudy showed the following migration Matrix, which describes the movement of the population of the United States during 1989. In 1989, 8B80t 12.2% 81 eventually live in State A if the listed migration probabilities were to remain constant over many years? From: State A Rest of U.S. 0.9627 0.0059 0.0373 0.9941 To: State A Rest of U.S Use technology determine the approximate percentage of the total U.S population that would evetually live in State A if the migration probabilities remained constant. The percentage of the total U.S. population that would eventually live in State A is% (Round the final answer to one decimal place as needed. Round all intermediate values to six decimal places as needed.)
tudy showed the following migration Matrix, which describes the movement of the population of the United States during 1989. In 1989, 8B80t 12.2% 81 eventually live in State A if the listed migration probabilities were to remain constant over many years? From: State A Rest of U.S. 0.9627 0.0059 0.0373 0.9941 To: State A Rest of U.S Use technology determine the approximate percentage of the total U.S population that would evetually live in State A if the migration probabilities remained constant. The percentage of the total U.S. population that would eventually live in State A is% (Round the final answer to one decimal place as needed. Round all intermediate values to six decimal places as needed.)
Chapter8: Sequences, Series,and Probability
Section: Chapter Questions
Problem 22CT
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Transcribed Image Text:A study showed the following migration matrix, which describes the movement of the population of the United States during 1989. In 1989, about 12.2% of the total population lived in State A. What percentage of the total population would
eventually live in State A if the listed migration probabilities were to remain constant over many years?
From:
State
A
Rest of U.S.
0.9627 0.0059
0.0373 0.9941
To:
State A
Rest of U.S
Use technology to determine the approximate percentage of the total U.S population that would evetually live in State A if the migration probabilities remained constant.
The percentage of the total U.S. population that would eventually live in State A is%.
(Round the final answer to one decimal place as needed. Round all intermediate values to six decimal places as needed.)
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