Uniform Distribution is shown with ...
X~N(μ,σ^2)
X~U(a,b)
X~P(λ)
The Probability Density Function is:
f(x)=1/(b-a)
f(x)=1/(σ√2π) e^(-□(1/2 ((x-μ)/σ)^2 ))
F(x)=∫_(-∞)^x▒〖f(t)〗
The Mean or E(X) is:
np
λ
(a+b)/2
The Variance or V(X) is:
〖(b-a)〗^2/12
np(1-p)
σ^2
