A population numbers 17,000 organisms initially and grows by 16.4% each year. Suppose P represents population, and t the number of years of growth. An exponential model for the population can be written in the form P = a · b' where

Q: Assume that the number of bacteria follows an exponential growth model: P(t)=P0ekt. The count in the…

A:

Q: A bacterian culture has a initial population of 10000. If its population declines to 5000 in 6…

A: Exponential model ⇒Pt=Ae-kt⇒A=initial population ⇒k=decay rate ⇒t=Time in hours⇒Pt=Population at…

Q: 1. A drug's effectiveness decreases over time. If each hour, a drug is only 90% as effective as…

A: The amount of the medication available t hours after the drug was administered is given by,…

Q: %3D If the world population in 2010 was 7 billion and it is growing exponentially with growth…

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Q: The population of the world in 1987 was 5 billion and the growth rate was estimated at 7 percent per…

A: we need to find the projected world population in 1999 =Population1987*(1+7%)^(1999−1987)

Q: The population of Kensington is currently 120,000 people. It is growing at a rate of 0.35% per year.…

A: Given,           current population of Kensington = 120,000 people           growing at a rate =…

Q: A 2019 Jeep Wrangler had a new vehicle purchase price of $30,800, now has a book value of $24,500…

A: The initial price (t=0) of Jeep Wrangler in 2019 is $30,800. After 2 years, its price is $24,500.…

Q: Cost of employee parking provided by a large firm has been increasing over the years. A business…

A: We need to find first derivative

Q: Assume that the number of bacteria follows an exponential growth model: P(t)= P0ekt. The count in…

A: Assume that the number of bacteria follows an exponential growth model: P(t)= P0ekt. The count in…

Q: 6. The initial population of a town was 12000. After 5 years the population increased to 38000…

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