MATH
posted by Lilly .
I really don't know how to do this, need as soon as possible. Please help!
A rabbit population satis es the logistic equation
dy
dt = 2x10^7y(10^6 y);
where t is the time measured in months. The population is suddenly reduced to
40% of its steady state size by myxamatosis. If the myxamatosis then has no further effeect, how large is the population 8 months later? How long will it take
for the population to build up again to 90% of its steady state size?
thank you!

a
Respond to this Question
Similar Questions

math
can you please explain this question to me for part b i get t=0.7 by trial and error and 86 percent of the population but im sure theres a more exact way to do it (a) A chemical process produces NaCI at the rate 3t^1/2 grams per minute. … 
Math
HELP! i have no idea how to do this! A rabbit population satisfies the logistic equation dy/dx=2x10^7y(10^6y), where t is the time measured in months. The population is suddenly reduced to 40% of its steady state size by myxamatosis. … 
MATH
A rabbit population satisfies the logistic equation dy/dx=2x10^7y(10^6y), where t is the time measured in months. The population is suddenly reduced to 40% of its steady state size by myxamatosis. If the myxamatosis then has no further … 
Math
Someone please help! Have spent ages stressing over this and still can't figure out how to do it! need asap. Question 3. In ecology, the logistic equation is often written in the form dN divided by dt = rN(1N/K) where N = N(t) stands … 
Math PLEASE HELP ASAP
I really don't know how to do this, need as soon as possible. Please help! A rabbit population satis es the logistic equation dy dt = 2x10^7y(10^6 y); where t is the time measured in months. The population is suddenly reduced to … 
MATH
Please someone get back to me! I really don't know how to do this, need as soon as possible. Please help! A rabbit population satisfies the logistic equation dy dt = 2x(10to the exponent 6)y(10to the exponent6) y; where t is the time … 
Math
A rabbit population satisfies the logistic equation dy dt = 2x10^7y(10^6 y); where t is the time measured in months. The population is suddenly reduced to 40% of its steady state size by myxamatosis. If the myxamatosis then has no … 
Math
A rabbit population satisfies the logistic equation dy/dt=2*10^7y(10^6y) where t is the time measured in months. The population is suddenly reduced to 40%of its steady state size by myxomatosis. a) If the myxo' then has no effect … 
Math
The population of a certain species of bird is limited by the type of habitat required for nesting. The population behaves according the the logistic growth model n(t)=5600/0.5+27.5e^0.044t Where t is measured in years a) Find the … 
Calculus PLSSSSS HELP DUE SOON
Assuming P≥0, suppose that a population develops according to the logistic equation dP/dt=0.03P−0.00015P^2 where tt is measured in weeks. Answer the following questions. 1. What is the carrying capacity?