Question: (a) Prove that the x2 distribution is stochastically increasing in its degrees of freedom; that is, if p > q, then for any a, P(x2p

(a) Prove that the x2 distribution is stochastically increasing in its degrees of freedom; that is, if p > q, then for any a, P(x2p > a) ≥ P(X2q > a) with strict inequality for some

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