The Bayes' Theorem Calculator provides a helpful way to determine conditional probabilities using the Bayes' Theorem formula in the format P(A|B)=(P(A)*P(B|A))/P(B).
You are initially requested to input "What is the probability of:" (event A occurring)
"Given that:" (event B has occurred)
The calculator then populates Bayes' Theorem with this information to provide a clear understanding of your problem.
The calculator then asks for the following probability percentages:
P(A)%
P(B|A)%
P(B)%
The calculator then calculates the Bayes' Theorem results.
The calculator also calculates a table of observation percentages that helps with understanding the overall problem structure. To help verify results, the calculator provides a detailed calculation of the Bayes' Theorem using the included Table of Observation Percentages.
Finally, sample problems are provided to assist you with setting up your problem and input percentages.
You are initially requested to input "What is the probability of:" (event A occurring)
"Given that:" (event B has occurred)
The calculator then populates Bayes' Theorem with this information to provide a clear understanding of your problem.
The calculator then asks for the following probability percentages:
P(A)%
P(B|A)%
P(B)%
The calculator then calculates the Bayes' Theorem results.
The calculator also calculates a table of observation percentages that helps with understanding the overall problem structure. To help verify results, the calculator provides a detailed calculation of the Bayes' Theorem using the included Table of Observation Percentages.
Finally, sample problems are provided to assist you with setting up your problem and input percentages.
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