Suppose X is b(n, ) and is beta(, ). Show that the marginal pdf of X (the compound
Chapter 6, Problem 6.9-2(choose chapter or problem)
Suppose X is b(n, ) and is beta(, ). Show that the marginal pdf of X (the compound distribution) is k1(x) = n! ( + ) (x + ) (n x + ) x!(n x)! () () (n + + ) , for x = 0, 1, 2, ... , n.
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