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For this part7 suppose S and T are real-valued random variables, but now we are only given that they have a joint density satisfying fS,T(3:
For this part7 suppose S and T are real-valued random variables, but now we are only given that they have a joint density satisfying fS,T(3: t) I fT,S(51t) Does this guarantee that S and T are independent? Does it guarantee that S and T are identically distributed? If yes, prove this; if not, provide a counterexample
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