A fruit fly population growth can be modeled by y = Poe™t where Po is the initial population when you start measuring, t is the number of days after the initial measure, and y is the population at time t. If the initial population is Po = 500 flies and, 5 days later, the population is 800, what is the population 12 days after the initial measure? Note that r is a constant that you will need to find as part of solving this problem. When you do, round r to three digits after the decimal and continue solving the problem. ANSWER: fruit flies Do not include units in the answer box. Just a number. Round your final answer to the nearest whole fly.
A fruit fly population growth can be modeled by y = Poe™t where Po is the initial population when you start measuring, t is the number of days after the initial measure, and y is the population at time t. If the initial population is Po = 500 flies and, 5 days later, the population is 800, what is the population 12 days after the initial measure? Note that r is a constant that you will need to find as part of solving this problem. When you do, round r to three digits after the decimal and continue solving the problem. ANSWER: fruit flies Do not include units in the answer box. Just a number. Round your final answer to the nearest whole fly.
Chapter5: Exponential And Logarithmic Functions
Section5.5: Exponential And Logarithmic Models
Problem 30E: The table shows the mid-year populations (in millions) of five countries in 2015 and the projected...
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