proof that EX3 Ploof For general n, we have Jx(1),X(2)..X(n) (#1, 12,... , Tn) n!f(x1)f(x2)·-· f (In) which holds for I1

i need the answer quickly proof that EX3 Ploof For general n, we have Jx(1),X(2)..X(n) (#1, 12,... , Tn) n!f(x1)f(x2)·-· f (In) which holds for I1 < x2 <.. < In with all a; in the support for the original distribution. The joint pdf is zero otherwise.

proof that<br>EX3 Ploof<br>For general n, we have<br>Jx(1),X(2)..X(n) (#1, 12,... , Tn)<br>n!f(x1)f(x2)·-· f (In)<br>which holds for I1 < x2 <.. < In with all a; in the support for the original distribution. The<br>joint pdf is zero otherwise.<br>

Extracted text: proof that EX3 Ploof For general n, we have Jx(1),X(2)..X(n) (#1, 12,... , Tn) n!f(x1)f(x2)·-· f (In) which holds for I1 < x2=""><..>< in="" with="" all="" a;="" in="" the="" support="" for="" the="" original="" distribution.="" the="" joint="" pdf="" is="" zero="">

Jun 01, 2022

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proof that EX3 Ploof For general n, we have Jx(1),X(2)..X(n) (#1, 12,... , Tn) n!f(x1)f(x2)·-· f (In) which holds for I1

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