Question
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. Which of these differential equations describes this situation?
I think its 300 e^-kt + (I)
I think its 300 e^-kt + (I)
Answers
What you have given is not the differential equation. I think you want
dp/dt = -kp + 1
But that is an exponential growth function, which is what your previous post was asking.
dp/dt = -kp + 1
But that is an exponential growth function, which is what your previous post was asking.
Related Questions
Consider the following problem situation:
At time t = 0, a country's population is 300 million, a...
In 2000, the population of a country was 70 million and growing at a rate of 1.9% per year. Assuming...
The natural rate of population increase is the _____.
difference between the birth rate and the...
Suppose that some country had an adult population of about 50 million, a labor-force participation r...