Let$$s do some work with conditional probabilities. One of the most used examples of a Na$$ve Bayes Classifier involves whether or not an outdoor sport is played, often golf. That is$,$ ultimately the classification is whether or not the sport is played. You are given a variety of weather conditions:

sunny, overcast or rainy,

temperature is hot, mild or cold,

humidity is high or normal, and,

windy or not.

You are given data for several days and whether or not the sport was played. For example, you might be told that: