Question: 11. Let B > 0 and O E R. Let X , X,, ..., X, be a random sample from the distribution with probability density

$8, zero otherwise.\fLimiting Let wn = In - S - Inn Find$

11. Let B > 0 and O E R. Let X , X,, ..., X, be a random sample from the distribution with probability density function f(x; B, 8 ) = Be-Bx + B8 x> 8, zero otherwise.\fLimiting Let wn = In - S - Inn Find the limiting distribution of WnInn No. X7S W7 B Date 11. ( P ) Exp ( x 1 = Fraxi ( = (FELL" = CI - e - BX HB s ,h Fun ( w ) = 1? ( In - S - 13 = w ) = P( In s w+s + Ing ) Inn = ( - B ( x+8 ) ) = ( 1 - e B ( - W - B ) ) n - BW - Inn in Inn = CI - e where w 7 - B = ( 1 - [ eBW . eman] ) = ( 1 - e BW)" WAW

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