A study done in 1994, of Maryland's portion of Chesapeake Bay found the following information about stocks of market-sized oysters. The stock population was 218 million, the stock will not exceed 5089 million oysters, and the intrinsic exponential growth rate is 0.274 per year. a.) How many market-sized oysters does your model predict for 2007? (Round youranswer, in millions, to the nearest whole number). DON'T FORGET YOUR LABEL!b.) How many years will it take for the stock to reach 4600 million market-sized oysters?(Round to 2 decimal places) DON'T FORGET THE LABEL!! Find a logistic model N(t) for the number, in millions, of market-sized oysters. Let trepresent the time in years since 1994. (Round all regression parameters to 3 decimalplaces)

The standard logistic function is defined by the equation, N(t)=L1+Be-kt . Here , L is the carrying…

Answered: A study done in 1994, of Maryland's…

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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A study done in 1994, of Maryland's portion of Chesapeake Bay found the following information about stocks of market-sized oysters. The stock population was 218 million, the stock will not exceed 5089 million oysters, and the intrinsic exponential growth rate is 0.274 per year.

a.) How many market-sized oysters does your model predict for 2007? (Round your
answer, in millions, to the nearest whole number). DON'T FORGET YOUR LABEL!
b.) How many years will it take for the stock to reach 4600 million market-sized oysters?
(Round to 2 decimal places) DON'T FORGET THE LABEL!!

Find a logistic model N(t) for the number, in millions, of market-sized oysters. Let t
represent the time in years since 1994. (Round all regression parameters to 3 decimal
places)

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