This is a question from Intro to Bayesian Statistics but I can't figure out what is...

This is a question from Intro to Bayesian Statistics but I can't figure out what is expected here.

Derive the posterior distribution of obtaining heads in coin flips. The prior has p(θ = .25) = .25, p(θ = .50) = .50, and p(θ = .75) = .25. The data consist of a specific sequence of flips with 3 heads and 9 tails, so p(Data|θ) = θ^3 (1 − θ) ^9.

Expert Solution

orchestra answered 2 years ago

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