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MODEL ODE REQUIREMENTS PARA RECURS ODE MULTI Ilust  Form

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[Music] foreign so today is going to be a pretty important lecture this is where we are going to derive from scratch the simplest differential equation uh x dot equals Lambda X or the derivative of x with respect to time is proportional to X okay and we're going to derive this with a very simple example of the population of bunnies growing in the wild we're going to solve this we're going to write down what the solution is for X as a function of time and I'm going to kind of walk you through a number of other examples of where this kind of really simple differential equation comes up so if you um you know need to brush up on your Calculus you can go check out uh some of the previous videos kind of the review of calculus but at this point you should be pretty comfortable with taking derivatives and writing down how things change in time as DX DT okay so I'm going to start uh with one of my kind of favorite uh examples which again is population Dynamics I think that's a really intuitive

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