AP Calculus BC Review April 12th

Today I studied the Logistics Equation. These equations describe growth over time and often deal with factors associated with populations because populations grow over time. To solve the dilemma associated with infinite growth (which can't exist in realistic situations), logistics equations implement a carrying capacity, cutting off this unending growth. Lastly, to solve logistic equations, it is very important to separate the variables (x and y) so that we can be able to integrate. If we do not do this, we would not know what we are solving for.