You’re told that the “carrying capacity” for an environment populated by “critters” is 100. Further, you’re also told that the rate at which the critter population is changing is proportional to the product of the number of critters and the number of critters less than the carrying capacity. Assuming a constant of proportionality k = 0.00125 and an initial critter population of 20, use a numerical solver to determine the size of the critter population after 30 days.
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