Consider the following problem situation:
At time t = 0, a country's population is 300 million, and its death rate exceeds its birth rate by k. There is also a constant immigration of I million people each year.
Mathematically, this situation is similar to a(n):
compound interest problem.
logistic growth problem.
exponential decay problem.
Newton's Law of Cooling.
mixing problem.
Im thinking Logistic Problem
If the birth rate is b, then the death rate is b+k, so there is a net decline of k%
so, the differential equation is
dp/dt = kp + 1000000
I don't think that's the logistic equation