231HW7-F10 - NW 3(1(PrMm 46 4k{2(cm 6 0.0?L(cm[I ‘ g,1...

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(Liz? 4'63 T ‘I’E éfij :- wmm 0.2544XIM cor/MW 004694 4oz ' = 2.6779 6‘ = Jam) 9: 16364 “X <1. «Wm '9 WWW => {J} :- Hm : m=a~vWfi)x°— mw AmjioG/m MK 03 IOOXH’IUZ '-'~ 775% W Z¥=W 9" @<H+)=l—% £7» WH~§HJVWXZ :: 0.1499 : Mflhm/&m,w wafhwh :wmag m {00(M) 9m: 2) a: 0.003 2% = = @“H- 22.9521 Keg} {00(t—d)”/o=75"/0 9 mm Zia : was :: (13"U—i1‘359-J: H5031 2 ~T "" I... gg < Z Q P1051251» [,P ( a) A mg com”? 955mm, [Fl/W‘de (Cl) 1:11.955 [5% A W (1.76% M, 2 W11? . Q ~ ( . ' r 1 {y F J JV {1! 1‘ (at; NW?“ D I! 5 for 01% W; (Li / {/4145 f/DIXI/H'ify cl Ixmmw Marx/ma. <b) Not a, (or/W Jta/mmw'nt. 0m 151 (WM {W ‘ng “MM WW a fwé , iii mm 156 221 573%? f?! if y 07 mg:- fg ‘ .g'gf FF [mp-4" o; .73": ,_ n i W WC 94/? {W M7 5% 5? fig; {MEL Mia? '4‘?» a as d 51 U w l ' V ‘ L [M 1‘33 mm ([1 Not 0, WW ’jtafg/N/‘vfi. 7Z2, MM [J m ail/"mm: MAB/WW; moan , mt; cc flDQJfL‘Z-‘Ky fir {7.636% filafitfif . MW " (£3 Nut {L rormt itatl’imrfi In 736107 / ff égfl Wm Wt WNW? an r» " in Z I” 3’ ' [H W: MIMI; 1W” "9" 9’ ° ’ E 9 a , I I u L ‘ " I “‘ ‘ j i ) ,1 O 4 3 #13, {.W’f I/filixf b; (03.1“: ,wmdflsgf’} #27 V . we." NH) o 1 ULM’ 25,263"??? Irv-v “a y}? ‘Kfifiiez' *? “45 ” ' 5’ ' ' r .vrr “{1}. IL ,I a. M, , 5;: / 7/1 jufiiyj’fl r u I I! u .. .’ ' ix 1‘ _ A w], 44‘1" 1 \1 ~ I a I 2: 235.587? => m: 23? WW P6 $1329? . 3.3%; .: my 1: 2.576 x—fii : mi 0.0295 #01255, 0.6955,) a? "— 0-05 W‘L :: ’ - ._> ‘ \ I : 3.2.. m 52/0 i WM -— 8710:: 0.562% - (88.5376, 69.6614) _ «5, [Ir 1 , ("A [6 I» D r (E .423 u 0. WW MI W WEN/a2, If (may yam: fame. W Zggi. J; : 0.5 :> R1<Z25015+0V5V :(M6x4x2fi' : 245.5624 9 113.2% AW 46 (Wmm 5' 3“) ii“ ‘ WWW—0% : 6‘06]; AW <7 (Wm m A: A , f”: M” : .25... f 356 ~ “5646 P 35m 350 [Me (I’m ‘ jar/nu (Ml/I'M (1E @wa , A .______. w _...... fix—3213’ NW"? .. Mirfl’isfl .- 2 A/ ,L .. 0.56% i 1% 5056 { Lo}. _. (HUI, 0.616!) 5?“ w . , a 12(L Wmva jorm'pa (m ta! "’ 2 2 1’3 ‘ (C) foxes ,zS 7-1 L705 ((3) (79.005,’ :1 210% 4 <so r Pméém 2.?) (a) L iii-2’2 I0 3 2225 Z I ( E) b.9311 « M “ 2 I, A} m H W 7 ‘ P8” 5 35"” tam/5' m I (545 " H“ X : [7/ , n r I! ,. WI CA1 95/1) (mrfl‘flenffl , #16 w W 37’: ME; we, #12 ML émficflmfm )7 "' - ' I} I” 7’14 7 I 1"A NWT J‘ETi' W W “fil- WII’YQ M90 I“?! L75 flea/W ifim f :1"; ' L \J 1 (y 9 fl :w J v. 264;,ka dais? m Zitu’i"? ‘u: saféwlf tfifié‘x $81leng w y M 61% m HM, Mm; : 5.45—;-7szv-77xJz+—,z% : 7052 I ‘ ‘ v p , .' Ij’ W3 MM [‘3 (am/mtg f5!” Mfiéfllz m/gfléé, 2 (A {Al {557 mm 95 Z 9'5 @5556 501-!ng w Wrcgg, OL 11%?” film/mi? " 'I l ‘ _ .r. J-fl‘ I, for fizz, (razeiicysij juflfizfi WW 5! $1.12., WM U , ‘ .57 5 a. Uaizzaaifiéyixwé, #me V. Jm mf a tir'zgwfvj <14 (m 55) R: I it 25.0 J (a) @50/6 CL jOr f/u man; 2-“ (23.062, 26.955) H‘IW ' P? (b) 95% Pm’zitzm Mkch.- MW... 5H: to.025,z+- “SN/5% :: 25.0 :t 2.545%” NM};— : I J m 75% I’m/29mm Inwsz (5 «float 4 am wfiagfl‘ 6.4m (Ag 95% {I [vs-2,3,7” 514% m, mme ( a) v A " 1/ <15 (W’fm 35) ‘ R: / (0k) 95% DWI/{1'le WWW/(AL (391).“ E: 0,0635 , 5:: 0.00/25 ‘~v~~_,.,, hugs/34‘ fi‘N/H'FE; :; = (MW, 0.0m) rh- I @C I. (B) 97% 703mm, Jrztvaxééfi, (711.) (m TAMIL A6) E 1% 2.77M : 0.063%" f 29.3 k OMS 2 ( M442, 0.3325 ) <16 mm 4;) (a) XZ’t-MS 1 Kim/23 : u) fag»: , 25- : 4W, 1. (e) 33W :: H.525 li—v {I} K 1’}beer 43) W x105, m = 1&307 ,\ {a} HAW: 3593-375, 23- ) 35m: £20025“ 22. J/MZ 3" a 2. ~ MID-“(TSML \< K 5 £00232?) 3" 'O'WS W 9023‘} 5: HW 7 ’ PIG <17 W WM3=XELE , flfi23fimq ?(x2<l4bfl w xi>azéwg : P(x2< maH)-+ Pfxéhfléfi) :- (!~ 0.?5) 7‘ 0.05 2 M0 x3 <18 (profit/2m 4H m: 9 6:28! {WI _. 52 r 2, 6?" V fl?! 95/: {I for 6' L5 ' < (MN) ) 1 ( MMIZ 5X25, xggg / nglg n¢% J zmo : (a 605 , 28.977) 95% cr jar 6 a; 2 (M03, W7) : (1876, c3553} % <1? (mm 46) n=22, sflzawé 97% M for 69‘ ‘3 “Ema (Ix—{>52 } fl ( fizflggg’ég 2Jx25.36f5 ) Xi’jflJl r Xi?!“ I ~ ) 3m 97% £1 1W 6 1'5 (M348, Mm ,} = (3.587; 81%) Mmng of {A13 (Mn/oi Vega/fey fiat fractth (WU/mm £5 {at MS Qfifljfiflgf‘lflfafly hdffklfijg Lit-fig . 72x HWY“ PH HW 7: Question 1: Distributions X1 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 Quantiles 100.0% maximum 99.5% 97.5% 90.0%) ' 75.0% quartile 50.0% median 25.0% quartile 10.0% 2.5% 0.5% 0.0% minimum Moments Mean Std Dev Std Err Mean Upper 95% Mean Lower 95% Mean N 0.99988 0.9979 0.97732 0.9158 0.77858 0.50864 0.27075 0.09808 0.01854 0.00378 0.00135 ' 0.51 57458 0.2930538 0.0092672 0.533931 1 0.4975604 1 000 CDF Plot 0.11767 Cum Prob 0.2000 0 0.1 0. 0.3 0.4 0.5 0.6 0.7 is 0.9 1 (2) -EE £111... 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 Quantiles 100.0% maximum 0.98726 99.5% 0.93663 97.5% 0.88093 90.0% 0.76098 75.0% quartile 0.64161 50.0% median 0.501 25.0% quartile 0.35758 10.0% 0.22733 2.5% 0.13429 0.5% 0.07391 0.0% minimum 0.02994 Moments Mean 0.5002641 Std Dev 0.1968236 Std Err Mean 0.0062241 Upper 95% Mean 0.512478 Lower 95% Mean 0.4880503 N 1 000 CDF Plot 0.630? E 5 01661 / .. 0 0.1 0.2 .3 0.4 0.5 0.6 of? 0.8 0.9 1 (3) -mflfi 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 Quantiles 1 00.0% maximum 0.87781 99.5% ' 0.80052 ' 97.5% 0.74853 90.0% 0.657 75.0% quartile 0.58944 50.0% median 0.49191 25.0% quartile 0.40933 10.0% 0.81853 2.5% 0.28885 0.5% 0.17154 0.0% minimum 0.12169 Moments Mean 0.4954205 Std Dev 0.1284951 Std Err Mean 0.0040634 Upper 95% Mean 0.5033943 Lower 95% Mean 0.4874468 N 1 000 CDF Plot Cum Prob XMean1O 0.1 0.2 0.3 fOA 0.5 0.6\0.7 0.8 0.9 0.3709 XMean5 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 Quantiies 1 00.0% 99.5% 97.5% 90.0% 75.0% 50.0% 25.0% 1 0.0% 2.5% 0.5% 0.0% Moments maximum quartile median quartile minimum Mean Std Dev Std Err Mean Upper 95% Mean Lower 95% Mean N 0.76034 , 0.72939 0.67381 0.61 826 0.55482 0.49896 0.44272 0.3821 1 0.31 108 0.27142 0.22474 0.49821 79 0.0898328 0.0028408 0.5037924 0.4926433 1 000 CDF Plot -_—; uvyzé MW) - was 9.295%) : 0.2923?- om] : 0.6721 WWW 0.5%) ~ Mms 0,4951) : 0.5500 ~ @1667 : 0,663) , ; fl ‘ WK Vin/{MU AWN (($36? and): {my to (16826 [95 ft him/mfg; HW 7 Question 2: Distributions X1 2345678910 Quantiles 1 00.0% maximum 99.5% 97.5% 90.0% 75.0% ' quartile 50.0% median 25.0% quartile 10.0% 2.5% 0.5% _ 0.0% minimum Moments Mean Std Dev Std Err Mean Upper 95% Mean Lower 95% Mean N CDF Plot Cum Prob 9.73085 5.1 532 3.58581 2.2921 5 1 .38264 0.6803 0.2781 5 0.09727 0031 53 0.00429 7.746—5 0.98831 07 1 .0054291 0.0317945 1 .0507022 0.92591 91 1 000 XMeanz 234 Quantiles 100.0% maximum 99.5% 97.5% 90.0% 75.0% quartile 50.0% median 25.0% quartile 10.0% 2.5% 0.5% 0.0% minimum Moments Mean Std Dev Std Err Mean Upper 95% Mean Lower 95% Mean N CDF Plot Cum Prob 5.1 1606 3.94872 2.74572 1.9818 1 .35353 0.844 0.46882 0.24851 0.1 1521 0.049 0.01704 1 .0021 31 2 0.71 78777 0.022701 3 1 .0466789 0.9575835 1 000 Quantiles 100.0% maximum 99.5% 97.5% 90.0% 75.0% quartile 50.0% median 25.0% quartile 10.0% 2.5% 0.5% 0.0% minimum Moments Mean Std Dev Std Err Mean Upper 95% Mean Lower 95% Mean N CDF Plot Cum Prob 3.1 7501 2.4871 9 2.06484 1 .6342 1 28363 0.92933 0.67156 0.48977 0.30327 0.20573 0.1 5083 1 .007896 0.4543487 0.01 43676 1 .0360901 0.979701 8 1 000 J I la..- 1 Quantiles 100.0% maximum . 99.5% 97.5% 90.0% 75.0% quartile 50.0% median 25.0% quartile 10.0% 2.5% 0.5% 0.0% minimum Moments Mean Std Dev Std Err Mean Upper 95% Mean Lower 95% Mean N CDF Plot 2345678910 2.06026 1 .9531 8 1 .74221 1 .42357 1 .1 6704 0.94788 0.76384 0.60878 0.47838 0.41 705 0.33559 0.991571 0.3145961 0.0099484 1.01 10932 0.9720489 1000 5 l t m . % w» W. w , 1:": ~...-¢n.“ FUN-$6 'ng MTW) =3 mm H'- w} NM“ N413} «(-53 ' F A } 751mm Lam/Wm Q5 gamma 1 can it agawn W8. 77% MM Mm (Zen? 0th clam to 0.6826 015 ft zhmm’ _ (Mum : {1 F13: Edk Twes Ram (DB [20 .9 '9th T 5091 whim! 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Incnle localesluma localexmm _ . . ~ . 42.55677!” 0.85707 414855595 057990919 1433694004 0.72571 163 4.5906706! \/ ‘- 03933011043350 0.7054415 ‘ . 4.3m 002022027 ‘ . 0513 I -D.\305003 0.07 0.7 005 . . . 0.32 090043715 0.22074 413077500 070005125 0.13367m 1.70350353 0.2332340 ‘00294 0.3420 1.3030775 135060155 1030762 _ 0.7590730: 47.31090" AUDUB‘I 0.7029 4111327275 11135043535 4.9HHB75 1.7417952“ 0259443753 144855897 ; -1 7157217 019200 0.9720 0.0700710 105220355 _-1.9304453 2.3225343351125121 400100079 3.5440498 000079217 ___3/_ 3.7 102043: '1 03! 40795 "70.00300‘03 "0.4303502: 4.1135170}; "3.0325151 4100 2574 DJBEMWTZ 0133775915 0 15224854 9 1 .05500-1 0 1.39 0,70 ~0.96|D,118 _11 43.95 0.73 -O.Bsifl,538 7 0105.00 (7771)" " A84} 0.234700040 3.0022773 553270022 3305]" 1554405 37317015 Hum}, 729 2-0550 4.1370053 0475;1"73094 «0050331; “103051795 mamas: AUB‘J‘} 7000.452 , 03202:“ 0.0175 07055 4.5475404 0.0075504 A7324: 0;: 0.3333052 -0.433w510._032_t_540‘.5540 0.5001401 055355143 _ 137503511 4‘ V924? v0 72 41534 1.2741473? 0700191 0.5255 0.59924434 1.45211339 . .14 L339} ‘ 3.15 “7.373 -0.1714244 0.00595 0,2505 -0.151591€ 0.3352975“) 415214444 059575053 3.381007!“ , \{I '. A U937} 1.30 £0132 0.D54440U7 43,0731 7.2547 4.7695403 1312319779 v3fl023052 135504755 055374993 9.435502154 ._/ ‘ mm” -10000.7057355200fi543 00743 E3517 -1.7072&E§7fi13i§1450 730040.250 "fa/1501530 0.3013057: inadmé? {7 - A lucamelgma 0.37 0.592 0.17lfl.507402|7 0.29075 0.4515 411390433 0.72135047 ‘D.7fi35352 1.345U53U3 [130590103 134723053 ’h/ - 41 lacatexnew [1.34 4.315 -1,79_ 4.6979905: ~D.4921 1.1033 4.54429— fl.55€ll45_1_L 8.0593091, 20379775324 5.0402110]?! 1/ - 5010mm Eucluded - q Hlddnn ensue 7 ———! I | I i. l:‘ Unbound. . b . n ...
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This note was uploaded on 02/11/2012 for the course STAT 231 taught by Professor Staff during the Fall '08 term at Iowa State.

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231HW7-F10 - NW 3(1(PrMm 46 4k{2(cm 6 0.0?L(cm[I ‘ g,1...

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