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10. The population of the state of Utah was recently estimated to be 3.1 million. Using information from the last Census, an exponential model for the population of the state of Utah is: Q = 3.1 (1 + .017) a) Use the model to predict the population of Utah in 20 years. b) Currently, the developed water resources in Utah can supply up to 4 million people. Comment on the validity of the population model.

10. The population of the state of Utah was recently estimated to be 3.1 million. Using information from the last Census, an exponential model for the population of the state of Utah is: Q = 3.1 (1 + .017) a) Use the model to predict the population of Utah in 20 years. b) Currently, the developed water resources in Utah can supply up to 4 million people. Comment on the validity of the population model.

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.7: Applications
Problem 14EQ
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10. The population of the state of Utah was recently estimated to be 3.1 million. Using information from the last Census, an exponential model for the population of the state of Utah is: Q = 3.1 (1 + .017) a) Use the model to predict the population of Utah in 20 years. b) Currently, the developed water resources in Utah can supply up to 4 million people. Comment on the validity of the population model.
Transcribed Image Text:10. The population of the state of Utah was recently estimated to be 3.1 million. Using information from the last Census, an exponential model for the population of the state of Utah is: Q = 3.1 (1 + .017) a) Use the model to predict the population of Utah in 20 years. b) Currently, the developed water resources in Utah can supply up to 4 million people. Comment on the validity of the population model.
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