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CHIAPTER | oo. | Prada GT) dt Sy demo Ha AF cf val Hat X com | hove, (a)Fo X=24 : S,=$0,2, 5, 127. | (b) Fa x=54*-1: Se=t-1, €, 30.25, 1793. ! (c)Fea X= estro): |S =$1,-1,03 CA)For X=1/(1-34) :5,=51,-0,5,-1/6.5,-1/193. CID) ds, demta Hha aut oj volume +hot x com have. | (a) Fa x= 24: Sisi-pexs103. | (b) Fm x= 01: Sj=4-
%, 00 aum a obto cbisho atas | abroua 6 (4º) = & co. Thvelm. G(%) io a vsbid | distribui. (b) fem toleulatima amd a abate Ge (%) & a vetid distai but im. (c) G (0) As X io pf a valid distnibutia. É2-8) Tuts GOe)=0 do tau, Tenta: G (=) co tr q ta sb) =1 a b=t-a. Thuo Gl afi+ã sm fã õ rn (ã) rutr-c). Ma abs do: .o oça 1 0 e * Tia wfum ao. 3. St )2 Gt) G %>% io fo y 0204 €1 from a shit. * 604) 31 3) The neguird. testo dk (2.3-6a ambb). Eram [a skuteh, Et) zo q a.>0, amd b>o à yes: any for vom infinita ama umda $(X). Fo Nus * oram taue : -(x-m)/b + SÉgio dy = afae [| dy = 20b/ elas - 08 rm | o zabT= 1 | Thus, ue Patguana b>o, az1/2b. | 632) Thio à o Barcnoutts finado prrstitum wheas vz é. Comd p=0.r. Mena ni : € o I € P(ow) = (o) 2.) (0.6) a 0.0467 - aab(-e FJ]) = P(osw)=($) (04)! to.) = 0.1866 Plrow) - (e) oe = 0.310 Plrsw) = (5 Jem (0.6) = 02765 P(z0w) = (E) tom) 'C06)" = o. 1382 Plasw) = (E) (es (o. 0.0363 p(30w) = (É) (omjó (0.6) = o.oomt. (0) dx x he a nambom voniatta repre sedia proa 8 * detineud. Forum (2.8-5) amd (a.2-6): ! | $X)= 0.0467 80%) +O, 1866 5(X- 0.5) +0.3110 Stx-1.0) + deves s(x-1.5) +0. 1382 5(%-2.0)+0.0369 g(x-2.5) + 0.00%3 5(x-3.0) 33 É3 (Continud.) RX) = 0.067 U(X) | +o + o. 3110 Wx-1.0) 40 +o. rage Uulx-2,0) + + 0.004 U(x-3,0) feto 0] o.3110 0.34 0.2765 | 02ia 0.00% .t RS) 1866 U(X-0.5) .Bresulx-.s) [9.0362 u(x-2.5) 0.9959 A 1.0 9.8208 9.9590 054.3 0.2333 0,0467 | 0.1382 | | a.0369 ) | Lt r o «4 (o ! 3”: | 0.0467 | (b) PlOventrad) = P(2.5 w) é PlZ.0W) = 0.04! o tidos *(233) do po Pralitm 23-2] preblum. Fr ta ww Plow)= (8) (0.4) filo | P(05w)= (7) Co.) (4 vê | poser Juvelo ara Pl. ro sz > thus coa Bormpuliz fiada unit : By me aj (7-5) 0.00218 nl JU e 0.0 PMI, PlZow)x 0.1765B, Pl3.SW)x 010090, P(4OW) 3 + | Simitonly, bm pretobilitio nf Jrauing varias | OW) =X 0,06385, P(LSW)m sa divi8I, Placow)moziasy, Plzsw)xoz2703, | E) ve um (4-2) fer (er, (6), (0) amd (dD. Wa vas (A-1) fem te). op (2x'+2% - 4)SCK- 3,2) dy = 3(22)+2(8.2) -+ = 33.12 | | I | df eso (67%) S(X-1) dk = Co (67) = 1. a (e) [Es pyi(x-adde 24 = =0.8 | xt+2xº+2 RC “esfalisa 5 | tm pr sus, E ty a qi ot | (e fº u(x-2)5(x- 39d = quis! = & | | ÉS) 1. Sima E 0m)= dECO/AM ia tha alega of] ROO me um tha fast that E O) io ayem- ; | dreranina quméticm ja, from (22-24), te | xatoltcoh GM Do. | 2. Us india neto Ex) = dE (xi/dy from x, & tr to drtam - ! í “GOD dy = BED EO D 4) Not, use (2.2- 24! bh) to. retobtis h Epa Siro de, Tt | | by Subtima po md n,0 0. 3. Lt x=-o omh x, 2K mm (4) above am vas (2.2-2 a) to q 36 É3-8) (Comtinuad.) INEAÇ? ma Et. +. Uu (2.2-26) tribo (1) atreve to proa | Pix,2)= Pisco +P$x<-2) = Pix ey =1-F(2) + F(- 2) = 4-F(2) +1-E(2) =2A-2F(2). From Apperediio B: Páixi>zs = ia-a(o9772)= 0.0456, (Cb) Pfx>ag=i- Pixsapei- F(2)=1-0.9772 = 00228. s-2) (0) Pflxi>27= Pixpaje pane) = 1-Pjxis0o 3 = E 4 “E Geo - 1050 oo - jogo . (900) +1 e t100) = di 7) Dei ef )= | dé 188) 414 E)=1- FOR -F(1.25) = pls) -Ftras) = 2-o. 2099 -o.8904 =0.1057 o 10,57% ame nugeetad . +b (Continuad) Fel +2003 =» (2000) = F(o.2) -Fl-2.0)= Flo.2)-1+F(2) = a s73-totoqrra = o. 5565. (6) Pl badê cova) = P(AnB)= P$aocomSY. “Ploasw speed = Pilxi>osj =Páxos) +pfxe-sy= i-Pixssjergresy = 5-0 =1:3-8 =4 Fl + = 4- F(8/4a) + 6(-5/42) = aLi- FlS/4a)] = add) REM ERVA, z = AE 2339. [o cer(ga) +osse fisfrar Ss] va 2.2539 EFD) Inír0o 2 0.50 cohum xD VTT. Somitar to ia petubizm -cof-fab-a-ros (OS. su csedud )J=-pa(vso /42) z a (Etta) = 003244, . O a É fogo (155/62) +e. 330/05/62 45,51] fr é -(x-ap fam! £ tm) s = x x e “o dio. € e a ag? [- eia Ex) = XL) E (x) dy “mae E x t d dt, (Ear) dO, gs ep( = - [est Tr = 0 hm du? Ca dx x 2 + q x Ga ÉH Continued) (a-af-gt=0 a x=a,t É (00 Pitu
