Part 1: In 2047, a virus begins in St. Louis and spreads in such that the number N of people infected grows exponentially with time t. The table below shows how many days it takes from initial outbreak to have various numbers of cases. N = # of cases 1 million 2 million 3 million t = # of days 84 130 157 How many days until the St. Louis virus infects eight million people? How many days until there are forty million people infected by the St. Louis virus?

Elementary Linear Algebra (MindTap Course List)
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Author:Ron Larson
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Chapter2: Matrices
Section2.5: Markov Chain
Problem 45E: Epidemic Model In a population of 200,000 people, 40,000 are infected with a virus. After a person...
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Part 1: In 2047, a virus begins in St. Louis and spreads in such that the number N of people infected grows
exponentially with time t. The table below shows how many days it takes from initial outbreak to have
various numbers of cases.
N
# of cases
1 million
2 million
3 million
t = # of days
157
84
130
How many days until the St. Louis virus infects eight million people?
How many days until there are forty million people infected by the St. Louis virus?
Transcribed Image Text:Part 1: In 2047, a virus begins in St. Louis and spreads in such that the number N of people infected grows exponentially with time t. The table below shows how many days it takes from initial outbreak to have various numbers of cases. N # of cases 1 million 2 million 3 million t = # of days 157 84 130 How many days until the St. Louis virus infects eight million people? How many days until there are forty million people infected by the St. Louis virus?
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