**Discrete:** - Every dot on the plain is an equally likely outcome. Events. - There are $n$ elements in the [[Sample Space]] $\Omega$ - Event $A$ consists of $k$ elements $ \mathbf P(A)= k * \frac{1}{n} $ ![[discrete-uniform-law.png | center |300]] **Continuous:** - Probabilities can be found by calculating the area. - Since there is equal probability mass across the sample space, proportional area is the same as probability. $ \mathbf P(x,y \vert \underbrace{x+y \le 0.5}_{\text{condition}}) $ ![[continuous-uniform-law.png | center | 300]]