Additionalnotesweek5 - "' Xx, _ , X» fch fie...

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Unformatted text preview: "' Xx, _ , X» fch fie rMqu'Ie) , ~ "6%) = (.9 R = I f _ = 7"- yi-ZX.‘ -=> the 'évé‘! . . ' #04: success“ A ~ Y A V _ ,n {—L .14. . e - $0 a if an avgmje_ C 7‘ frat/3‘ If“ Y\ is {or}: ' {'kevx- CLT QflPV‘é‘g. -‘ eatemta m» mt x; voerar-csct—fi) Va¢()?)‘ Var(é‘) ‘ IVC‘VCX") = ache) V n - m "" So A /" 45L ’2 3 .CL‘T N , 60-9) a N (a, h 4 O \‘s - v- I » ~ . “V‘know” q“’* s" IS 0. (40 Hmkm‘ hf We Cam estimth {i ' Rf/owst 3.; f HI: 2" = 16$": 5° _ 7L?— .3... ( g"i- m5 $5 .3 c: m em in... .4.. I , ~ <22 “Mote: «eke mgu'fs'n) CI {5 $0V‘, QKQMPK“ (O.{,x.;l) use common Same omi 4 E Kampte '6~————-—’ Suppose we, '04 C05“ 20 fine; om} we; observe} kémrfls . We eat mt- sou-e. 8+ 754‘. cat} \ . , _ 9:7. '4 ' '5 IQ?_I{;5€'ISP-L or mt so we wam'be CI For fie WPov-‘t;~o'fl Ll'é '6? LQMJJ' . h: 31° Y: ‘ 5° EM péc'nf {Itc'ma‘te W‘- G’ [5 1 So ‘ "ft-a. *fiS‘K I is fife Case A " r'ékw Cndepemolen'l’ Norma' forwlfi'ér’“ VQ‘HQMQ (:ch knobw ‘ “ X;,-.,x.., an m1 NU», 6:) Y‘I "') Y”; M n qnb ‘s‘fiesw‘CoN‘m'th/‘an O". norm“ r‘vls {S "arm" 2) . . ECx-v) = E(x) ~60!) 3 ) vc‘T(X'-Y) " V°W(X) *Vc‘vhf) VF I. - ‘7' 5 .. 0 CX’Y)’(/4x’/“v) ‘ C; 61 N N (o, I) —-- 4 .L "W‘Itepemnt of , (L53 9.? Fafipnfieu‘f NO-YMQ‘ popuqul'onJ 'VQWQWQ; [4Mle Rh etqfif f ' 5 Case 33 Nunez, f3 OPHI'I if"?! V‘aréomces unknown ["43 quccl f X5...,Xn. (\(‘J N<fix, 0x1) 7., -.,\/.\2_ NJ N(/47’ C?) amt. 0,2267% 6‘.- but Fix Aim: «Cor ‘ pofnt estimate} C” gnu-4}.) . 2 (b) ( ‘ n\‘.)$;‘. 2 C7- NZ(Y\1") (ma-m; - 2 may?“ Cw, N/k(r\,_-() (in-Us; (v. ~05“ - I +._.___L.2 2 6" .07- -NZC"‘*"2“3~) Q I Cq-SC 5: “two gndependfnt Pophquionsiv‘W‘iAhceJ / CL}: unknawh) (mg: SQMP(€J. 2: (1.3, CLT) a)"; but ‘1' 9r 5’ Jerowat, {- Vnmavxue Q~¢ el‘ul or 5‘ EXQMf(eS‘. (q) i -— 3 s; = 2.5 n. = I? 5 = 4 :35 n1 =lS’ RSV-mm) .sqmp‘le Calm: *FWV‘ A’O‘Y‘Mq' Populhél‘onS, 47ch qw-e (A Jepehlenf QKoL ,oo/oolq'tl'on W‘V‘c'amce: 4w qul, wome c: {\w fix»/‘47 Poht "estimate: (1-5)» 3.41 = ., t ("Hrs—15; 0.025 ” (a: in iQPend'ehé. EYYor '60ou ex rpamenlb. I “‘M‘ Len-9c .JQMMQS , 65%:6}, uvx known . 71" ’ f‘ ‘ § 5P2(L..L) . £1 at I — P(l<x—9>‘~w-m» g 2¢-{s»(.£+4, 3: -,,L EXQMpleF ($.‘nam,'qf lomportt'ons * Xx, -., Xn, :‘M Bemadb‘ (6;) ; .. an»! W1 Ylj-.,)’,\a? NJ Ave " (qyje . root-«t eJtimqtn-z .7. j", V A A Suppose uJC_°u-e. l‘AiQM‘EQVQ M CONP‘V'L‘j the, PmPQrtfan 0'? malt; QM 419mg,“ petowwrs, ‘He $90" “'Sqmple 6‘9 60 aC-qu/e: QM 5° "Vt/v: a; ‘ msqlb qp-Q 3min 1‘4 £1“ Queuing tab/e [006A '1': es tin 0' C 3 M A {b 2 A 3° > 3 " A a 3 I _——.'=.— "" ‘- =p" - = -L 6" Cu '5 6“ 5° 5 (9-P'Gn ) 5' Ir “go‘r ofiqquion me/w'qvxce ‘9 519,995? X1, X1, ., Xh OWL “'01 N (/4! 6 2) wRev-e Lofik O J“ cm} C"L qv-ve uV~\<“’°"’“' we wqfit 0‘ CI £9? 6 a p 0.; est W . D"TEFHSif???“ 1 am ) 5 1 - Z . ‘ ~ N; I ( n ~( ) W 'Ih geneml' E 40'? (1 ‘s‘. - SD-” c ! I ’1 $4-04: < 0"")sz 2. ‘ ' - s _ N. < - 2 L z I U .. g. 1 VY\-3)5°‘ '0‘ P(x..é‘fl ‘11) ’P< ,L‘ ,- ‘ s 9 ,Wi' “=- 4 l 2 I L $0 < Xx) .)X(Y "(Vt we S? - ": 5 51 ' =9. ?5/ CI RVC‘ oL=ooS z: L (MW): q C z l?;00;$ =30 ZL=Z‘ ‘ w —- CI Is (n.4,; n.4,; Jam ‘75“ 0., 3 H‘ ’ 7:559 )1 (a3€517§3Q) Note V ...
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This note was uploaded on 05/24/2011 for the course STA 261 taught by Professor Gunhojang during the Spring '08 term at University of Toronto- Toronto.

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Additionalnotesweek5 - &amp;quot;' Xx, _ , X» fch fie...

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