Probability density function: f(x)=1b−a for a≤X≤b Area to the Left of x: P(X<x)=(x−a)(1b−a) Area to the Right of x: \(P(X>x)=...Probability density function: f(x)=1b−a for a≤X≤b Area to the Left of x: P(X<x)=(x−a)(1b−a) Area to the Right of x: P(X>x)=(b−x)(1b−a) Area Between c and d: P(c<X<d)=(d−c)(1b−a) cdf: P(X \leq x) = 1 – e^{(–mx)} Poisson probability: P(X=x)=\frac{\mu^{x} e^{-\mu}}{x !} with mean and variance of \mu
