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Bayesian statistics question. Please do both parts.3.6 Exponential family expectations: Let p(yo)-c(d)h(y) exptot(y)} be an a) Take derivatives with respect to ф of both sides of the equation b) Let p(d) x c(d)no enot0ф be the prior distribution for ф. Calculate exponential family model fp(jo) dy l to show that E[t(Y) d--d(φ)/c(d) dp(o)/ do and, using the fundamental theorem of calculus, discuss what must be true so that E-сф)/c(d)-to.

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Bayesian statistics question. Please do both parts. 3.6 Exponential family expectations: Let p(yo)-c(d)h(y) exptot(y)} be an...
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