Calculus: As an application of the chain rule with exp(x), we sketch the function f(x) = exp(-(x-m)^2/(2s^2)), a multiple of a normal distribution. Using the first and second derivatives, we note critical and inflection points, and regions of increasing, decreasing, and concavity.
Tagged under: Mathematics,calculus,exponential,function,normal,distribution,Gaussian,probability,statistics,standard,deviation,derivative,chain,rule
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