Abstract
We tabulate percentage points of the beta distribution z II such that F β(z II|r, n) = II. The percentage points are given to four decimal places for II = .01, .05(.05).95, .99, n = 2(1)30, 40, 50 and t = 1(1)[n/2]. The tables are primarily for use in Bayesian analysis of Bernoulli processes as treated in Raiffa and Schlaifer [7]. Numerical integration of a function with respect to the beta distribution is also discussed. An example is given.
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