Thomas Griffin
New member
Here's the problem.
A scientist has discovered a rare species of birds living on a deserted island. When the scientist first discovered the birds there were 900 on the island. The population growth for the birds can be modeled by the differential equation
dB/dt= -B/50+60
where B is the number of birds and t is the number of years since the scientist discovered them.
Find the solution to the differential equation. This will give them number of birds as a function of time. B(t).
Any help would be much appreciated!
A scientist has discovered a rare species of birds living on a deserted island. When the scientist first discovered the birds there were 900 on the island. The population growth for the birds can be modeled by the differential equation
dB/dt= -B/50+60
where B is the number of birds and t is the number of years since the scientist discovered them.
Find the solution to the differential equation. This will give them number of birds as a function of time. B(t).
Any help would be much appreciated!