noun a rule in mathematics that states that the probability of the union of two events is equal to the sum of the probabilities of the individual events
In finance, the addition rule can be used to calculate the total return on an investment by adding up individual returns.
In genetics, the addition rule is used to calculate the probability of two independent events occurring together.
In computer science, the addition rule can be used in algorithms and programming to combine or aggregate different data sets.
In probability and statistics, the addition rule is used to calculate the probability of the union of two events happening.
In writing, the addition rule is used to combine different elements or ideas to create a more complex or cohesive piece of writing. Writers use this rule to add depth, clarity, and interest to their work.
Psychologists use the addition rule in research and data analysis to combine different variables or factors to understand their combined effect on a particular behavior or outcome. This rule helps psychologists make sense of complex relationships and interactions.
Statisticians use the addition rule in probability theory to calculate the probability of the union of two or more events. This rule is essential for determining the likelihood of multiple events occurring together and is widely used in various statistical analyses.
Mathematicians use the addition rule in combinatorics and probability theory to calculate the total number of possible outcomes when two or more events are combined. This rule is fundamental in solving problems related to counting and probability.