Question: Question 2. First, go to Wolfram Alpha and try typing the following things into the box at the top (and then hit Enter or click

Question 2. First, go to Wolfram Alpha and try typing the following things into the box at the top (and then hit Enter or click the "=" sign). - BinomialDistribution[10, 0.5] - BinomialDistribution[100,0.5] Fun, huh? Ok, now try it with the Beta distribution: - BetaDistribution[1,1] - BetaDistribution[2,2] - BetaDistribution[10,10] - BetaDistribution[2,10] - BetaDistribution[10,2] Note that in Wolfram Alpha, BetaDistribution[ ,] means the same beta distribution you'll see written elsewhere as Beta(,). Also note that this beta distribution should not be confused with the beta function written as B(,) ! - (a) Look at the PDFs (probability density functions) for each one, and explain in plain English what each of these Beta distributions represents, when interpreted as a Bayesian prior for the probability of heads. (To keep things standard, let's all assume that the prior belief is about the probability of heads for a file:///Users/shabnamtafreshi/Downloads/assignment0.html 1/3
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Analysis of Beta Distributions as Bayesian Priors Lets analyze each Beta distribution and its PDF Probability Density Function in plain English assumi... View full answer
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