For the following problems, set up and solve the differential equations. 289. The human population (in thousands) of Nevada in 1950 was roughly 160. If the carrying capacity is estimated at 10 million individuals, and assuming a growth rate of 2% per year. develop a logistic growth model and solve for the population in Nevada at any time (use 1950 as time 0). What population does your model predict for 2000? How close is your prediction to the true value of 1.998.257?
For the following problems, set up and solve the differential equations. 289. The human population (in thousands) of Nevada in 1950 was roughly 160. If the carrying capacity is estimated at 10 million individuals, and assuming a growth rate of 2% per year. develop a logistic growth model and solve for the population in Nevada at any time (use 1950 as time 0). What population does your model predict for 2000? How close is your prediction to the true value of 1.998.257?
For the following problems, set up and solve the differential equations.
289. The human population (in thousands) of Nevada in 1950 was roughly 160. If the carrying capacity is estimated at 10 million individuals, and assuming a growth rate of 2% per year. develop a logistic growth model and solve for the population in Nevada at any time (use 1950 as time 0). What population does your model predict for 2000? How close is your prediction to the true value of 1.998.257?
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