1. The document defines geometric probability as probability based on ratios of geometric measures like length and area, where outcomes are represented by points or regions. 2. Examples are provided to demonstrate calculating geometric probabilities for situations like choosing a random point on a line segment or in a plane figure, the probability of light cycles, and spinners. 3. Additional examples find the probabilities of points chosen in a rectangle landing in specific shapes like a circle, trapezoid, or one of two squares.