Probabilistic reasoning can be applied to various contexts in which decisions must be made with incomplete or uncertain information. For instance, a medical diagnosis involves using symptoms, tests, and prior knowledge to estimate the probability of having a certain disease compared to other possible diseases. In a legal verdict, testimonies, evidence, and rules are used to determine the probability of the defendant being guilty or innocent compared to the standard of proof. Additionally, a scientific hypothesis requires observations, experiments, and theories to calculate the probability of it being true or false in comparison to other hypotheses. Furthermore, polls, surveys, and historical data can be used to forecast the probability of a political candidate winning or losing an election relative to other factors and scenarios. Finally, market, customer, and competitor data can be used to evaluate the probability of a business strategy being successful or unsuccessful when compared with other options and risks.