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4. A certain breed of rabbit was introduced onto a small island about 15 years ago. The current rabbit population on the island (is) estimated to be 4500, with relative growth rate of 40% per year. What is the initial size of the rabbit population? Estimate the population 16 years from now? а. b. nere: population that experiences exponential growth increases according to the model n(t) = noe"t n(t) = population at time t %3D = Ou no = initial size of the populaion r = relative rate of growth t = time

4. A certain breed of rabbit was introduced onto a small island about 15 years ago. The current rabbit population on the island (is) estimated to be 4500, with relative growth rate of 40% per year. What is the initial size of the rabbit population? Estimate the population 16 years from now? а. b. nere: population that experiences exponential growth increases according to the model n(t) = noe"t n(t) = population at time t %3D = Ou no = initial size of the populaion r = relative rate of growth t = time

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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4. A certain breed of rabbit was introduced onto a small island about 15 years ago. The current rabbit population on the island (is) estimated to be 4500, with relative growth rate of 40% per year. What is the initial size of the rabbit population? Estimate the population 16 years from now? а. b. Where: A population that experiences exponential growth increases according to the model п(t) — пое" n(t) = population at time t no = initial size of the populaion r = relative rate of growth t = time
Transcribed Image Text:4. A certain breed of rabbit was introduced onto a small island about 15 years ago. The current rabbit population on the island (is) estimated to be 4500, with relative growth rate of 40% per year. What is the initial size of the rabbit population? Estimate the population 16 years from now? а. b. Where: A population that experiences exponential growth increases according to the model п(t) — пое" n(t) = population at time t no = initial size of the populaion r = relative rate of growth t = time
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