random_variables_2_scanned

random_variables_2_scanned - 1R7 :3 1112"“. 45*...

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Unformatted text preview: 1R7 :3 1112"“. 45* 3‘33? E" Lpak cur +rcns¥onmq¥x°fls o; cuscrcfirc. Wm mamas—4.5 $19-51: . Emu-v K LS Gk \dxnow-fial. Pardofin Voiwabhug (n:- ‘5 I +‘nad- VMQS {O’hzl3} WWW—x c *5 { _* .3. E, L } 7 l S I 3 1 3 I L_ = '2: K1 + 3 K Pr- ( K = k 3 L, Pr ( L: 0 V3 :3 V‘3 I 3/3 3/? 3 V3 “1.5 I/i 'qum m +\'L¢. onLj vm L. can -\~o¢<.z._ Exam?\e. K is o. éflsafld"; rhnciom Vega,ng Avoid/«3 venues {*21-‘,O,|,Z}w\¥\rx‘ P? ( \< = k B '3 _'_. L¢E L = K 5 K P.» ( K = \Q L. =—2 75 4. -—l ‘47- I 0 V5 0 l V5 I 2. V5 4, Pr. (L=o> = Fr(|<=o> = l/S Mqu = a. (mm—s} n{r=1}) : Pr (K=—=’I> +Pr (KP—‘0 = 95‘ Pr(‘—= 4-3 = 2/5 law 4” w 1.“ .." ,_ ,‘»_. V. m,r,,,._; r,,,,,,r,, 77.7 I Vans-Fo-wwfions o—g €20st randam Vqficflnhzs Md‘hod l " 'Hfiz CDF Y = aC'X) ‘ 12(3),)" Pb’éxfl = 19(30033) i {300 Q} E 5 Xe g3} FY (3,3 = P.- (Xe 53‘) = [B -F-x (DC—3A1 3 . Emmpb X is an exponmA-iafluxfi dks+abu+ac§u random Vm'.a~.\=Lg_, wank Pm: fix. (2.) = ac, ax pier.) H [:3 CW"; 5 f Tic?! 3:?) fiat; IBM fix His 0 £O,-=>c_<o l— 2:049 Fortj‘CO I hoértaL>VoL~uzongLe>Lks~ks° Biz¢ FYC3> = Pr (#3 = O 1 ._ \- e-mg : 42W 530: 2 ~ 93—153 +L\L PDF éR-rcerbfl are; Has, Saw‘h‘ons +0 so = 3" ‘d X+ be. 444:. Svgbsei- 0-? 'Hru. 13$ airwame 'CunCA'lcn has POS'IHVC s‘opé. (do X‘ bé—+\’\e_. subsek 91“- H4; 1-1 s cc»— “Lac-ix 4%; $uzzh‘on a Hod. h;gcx&§v‘c_ SAGE; . .4 3 "flk. : [igliexk {3:1 SX (xi-kAaci haziéx‘ w} TdfiL “Han Probab’kU-Fj o—F-F‘fle. 563's 41‘, C5) A3 = L‘. 1.x;ex" +5; Lxxiéx- Pr<>q 4 x< xflaxg) Pr (96.1 +Aoai XL) -'-' I é: ficzflzsx; +1: "ICXGCDG LLLLtéx+ L:'Jc(&x £433 = Z £543 L . A5 43? 54-995 4b awhj -Hn<, Formula. Glad/L l. '“flc, mamas 0'? 3 TAM come/(4446c Ova-HAD regions 3 <0 5 zxz has Sewer». a» o ":53 E if}? _, ’5" a2? 3. HT +L1cre. an; no Sand-ion: +0 9c = 8—‘(20 {6r - range. 4 fl VM 1 +\,Lm 4; (3) =0' $0» +‘f\a~+*‘ ranger -' 4:49) =o 41w we 4., For ¢ac,\« 3;." I ComPL/LA-o fix and g 8(x)( ‘ an, —5 as = ~43 1x05} =._‘ e /2 43: i 3Cx3\ = Zx—\ dar. x-__ acre - ‘3 S . ‘H’kc. $9rmdq, If“: TL ; I? :44 W ,T. a. I; & fix .:::- C’onckfi-ko’nl dLS‘H‘NEU-HDA and. dansfl‘xa final-ions D §sm+n Pr ({Xg x}fiA-) F><|A (TX-IA) ‘1 ‘ P.» (A) Corf’n‘nucus ‘qus. (IMO Edi Fxm (I’M) Prhdf‘ke. W ProbabLU+3 For mwi‘vxabg Amms\v;. oneL cc“ Ldfi' writ! akashw uw- s A L :FX = Pr 3C) = i P, ('xssclAL\ mm :4 = Z r=.,(\A,<m\A-A MA» 1‘ g t L 843$?) +L1¢Om pr ‘ EX: at.) 1: fix‘A Pr ‘ 15x cu? M Z Fer 2’57 2 '- Réx) = l Damon-aw Pr (x>I> = I— an) = {/2 Numzr'od—orl For \<.‘.1‘_\< 2 Fx(3-’—) “FXC‘) ‘ ‘3: +2.1; "' —-’_ Z Z : ‘5’? 4- 21 ‘ E Z '2 For 3:.) 2. FCx)-F(l>~l-—-L~L X x ‘ 2 ~ ,2 PLA‘H‘CnS aub+\fi\'r\¢j -\~oge_+-Hu O at. \< I .—x -—l- 4.36. '3 ‘<:r_€ I 2<3c -— 2.1+ 4- ’< 3:. S 2 O O‘anr («Jng ...
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This note was uploaded on 03/01/2012 for the course EE 101 taught by Professor Munk during the Spring '12 term at Alaska Anch.

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random_variables_2_scanned - 1R7 :3 1112"“. 45*...

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