The fundamental relationship in Bayes' Theorem states that the Posterior is proportional to which two components multiplied together?

Answer

Prior times Likelihood

The fundamental relationship is stated as Posterior $\propto$ Prior $\times$ Likelihood, meaning the updated belief is directly influenced by the initial belief weighted by how well the data supports various hypotheses.

The fundamental relationship in Bayes' Theorem states that the Posterior is proportional to which two components multiplied together?

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