Continuous Normal Distributions

distributions
- Normal Distribution
- uniform
  - simplest continuous distribution
  - PDF
    - $f (x) = \frac{1}{d - c} f o r c \leq x \leq d$
    - 0 elsewhere
  - mean = median = halfway point = $\frac{d + c}{2}$
    - $μ = \frac{d + c}{2}$ and the variance is $σ^{2} = \frac{1}{12} (d - c)^{2}$
    - X has uniform distribution between c and d
      - $X \sim U (c, d)$
      - $U (0, 1)$ is the most common uniform distribution
- exponential
- weibull
  - times to events for example