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>This is HW so one that comes to mind is programming. > > Real understanding of exponential growth helps you understand viscerally why, for instance, you shoul
by cma 4y ago
>This is HW so one that comes to mind is programming.
> > Real understanding of exponential growth helps you understand viscerally why, for instance, you should nip a viral outbreak in the bud, and reducing the spreadrate even slightly (R0) can make a huge impact later on, even if spread isn't totally stopped. This is all just gibberish if not learned in high school.
I think programming/algorithm analysis and things like discrete simulations will give you a more durable notion of basic exponential growth for things like virus outbreaks than high-school calculus which is going to focus on things the derivative of the exponential function being similar to the function and stuff about Euler's number.
- noobermin 4y agoI hope you do realize "discrete simulations" is an application of calculus (analysis really). The "continuous" version of calculus is a special case. Sure though, this is a problem with the way calculus is taught (too much focus on symbolic differentiation and integration, although that becomes valuable somewhat if you become a physicist or engineer, primarily).
- Robotbeat 4y agoYeah, discrete simulations that show things like exponential growth are basically just numerical calculus.