Solve Using Python PLS

3. Logistic Growth Models for a population follow the form P(t)P0+(KP0)ertKP0 where r is the intrinsic growth rate, P0 is the starting amount, and t is time. K is a special cocfficient that we will investigate here. To learn more about the value of K, let's koep P0 fixed at 10 and r fixed at 0 .1. Find the limit as t goes to + in each easc, then graph the functions to verify your answer. (a) K1000 (b) K1 (c) K15 Based on your obervations, what happens to the population size as t goes to infinity? What can we infer about the population given the value K