Suppose the population P declines at the rate of 5% per year. Write a differential equation that models this situation. The solution to this differential equation is . Below is the slope-field for the differential equation, and the solution graphed together. Suppose individuals are permitted to immigrate into the country at a constant rate . What is the differential equation for the population P(t) of the country?. Now suppose that individuals are emigrating from the country at a rate . What is this new model? (Section 1.3, Question #1) The new would be Now suppose that the percentage of decline is k, and the rate of immigration or emigration is r. What is the new model?
Suppose the population P declines at the rate of 5% per year. Write a differential equation that models this situation. The solution to this differential equation is . Below is the slope-field for the differential equation, and the solution graphed together. Suppose individuals are permitted to immigrate into the country at a constant rate . What is the differential equation for the population P(t) of the country?. Now suppose that individuals are emigrating from the country at a rate . What is this new model? (Section 1.3, Question #1) The new would be Now suppose that the percentage of decline is k, and the rate of immigration or emigration is r. What is the new model?
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