aquino meza efrain edgar

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DISTRIBUCION BINOMIAL 0 numero de datos 80 1 x=10; p=0.4 0.4 0.4 x=80 F(X)=0.4 x=320 0 1.7868991E-18 0 1.019530266E-71 1 9.53012855E-17 1 2.1749979E-69 2 2.50960052E-15 2 2.312747767E-67 3 4.34997423E-14 3 1.634341756E-65 4 5.58246693E-13 4 8.634772275E-64 5 5.65689982E-12 5 3.638117385E-62 6 4.71408318E-11 6 1.273341085E-60 7 3.32230624E-10 7 3.807896197E-59 8 2.02106963E-09 8 9.93226258E-58 9 1.0779038E-08 9 2.295456241E-56 10 5.102078E-08 10 4.759245939E-55 11 2.16451794E-07 11 8.941613582E-54 12 8.29731877E-07 12 1.534976998E-52 13 2.89342398E-06 13 2.42447649E-51 14 9.23140033E-06 14 3.544353725E-50 15 2.70787743E-05 15 4.820321066E-49 16 7.3338347E-05 16 6.125824688E-48 17 0.000184064871 17 7.302943942E-47 18 0.000429484699 18 8.19552598E-46 19 0.000934317591 19 8.684381915E-45 20 0.001899779101 20 8.713329855E-44 21 0.003618626859 21 8.298409386E-43 22 0.006469666203 22 7.518861837E-42 23 0.010876540283 23 6.494553123E-41 24 0.017221188781 24 5.358006327E-40 25 0.025716975246 25 4.229252994E-39 26 0.036267529194 26 3.199050342E-38 27 0.048356705592 27 2.322273581E-37 28 0.061021557056 28 1.620062284E-36 29 0.072945309584 29 1.087490085E-35 30 0.082671350862 30 7.032435883E-35 31 0.088893925658 31 4.385820228E-34 32 0.090745882443 32 2.640629262E-33 33 0.087996007217 33 1.536366116E-32 34 0.081094359593 34 8.645825007E-32 35 0.071054105548 35 4.709916099E-31 36 0.059211754623 36 2.485789052E-30 37 0.046942652314 37 1.272007371E-29 38 0.035412878061 38 6.315405017E-29 39 0.025424630403 39 3.044349085E-28 40 0.017373497442 40 1.425770155E-27

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BINOMIALDISTRIBUCION BINOMIAL0FALSESI LA DISTRIBUCION ES EXPONENCIAL ES EN LINEAS numero de datos801TRUESI LA FUNCION ES LINEAL TRABAJAS CON HISTOGRAMSx=10; p=0.40.40.4numero de datos320x=80F(X)=0.4x=320MAYOR SON LOS DATOS MAYOR SERA EL NIVEL DE CONFIANZA 000010102020303040405050606070.00000000037080.0000000028090.000000010890100.000000051100110.0000002165110120.0000008297120130.0000028934130140.0000092314140150.0000270788150160.0000733383160170.0001840649170180.0004294847180190.0009343176190200.0018997791200210.0036186269210220.0064696662220230.0108765403230240.0172211888240250.0257169752250260.0362675292260270.0483567056270280.0610215571280290.0729453096290300.0826713509300310.0888939257310320.0907458824320330.0879960072330340.0810943596340350.0710541055350360.0592117546360370.0469426523370380.0354128781380390.0254246304390400.0173734974400410.0112998357410420.0069951364420430.0041211656430440.0023103504440450.0012321869450460.0006250223460470.0003014292470480.0001381551480490.0000601491490500.0000248616500510.0000097497510520.0000036249520530.0000012767530540.0000004256540550.0000001341550560.0000000399560570.0000000112570580.000000003580590.0000000007590600.0000000002600610610620620630630640640650650660660670670680680690690700700710710720720730730740740.0000000001750750.0000000002760760.0000000003770770.0000000007780780.0000000015790790.000000003800800.0000000061810.000000012820.0000000233830.0000000445840.0000000836850.0000001548860.0000002821870.0000005058880.0000008927890.0000015514900.0000026546910.000004473920.0000074226930.0000121316940.000019531950.0000309755960.0000483992970.0000745114980.0001130343990.00016898061000.00024896481010.0003615331020.00051748841030.00073017781040.00101569611050.00139295461060.0018835551070.00251140661080.00330203461090.00428153731100.0054751781110.00690562991120.00859093241130.01054226511140.01276168941150.01524004651160.01795522711170.02087103331180.02393683481190.02708818271200.03024847071210.03333164821220.03624589071230.0388980291240.04119845011250.04306611311260.04443329131270.0452496511280.04548532631290.04513272681300.04420692731310.04274461171320.04080167481330.03844969851340.03577161011350.03285688631360.02979668611370.02667927121380.02358602241390.02058827861400.01774513531410.01510224281420.01269155621430.01053192071440.00863032391450.00698361851460.0055805171470.00440367331480.00343169141490.00264094371500.00200711721510.00150644561520.00111661981530.00081739491540.00059093051550.00042191171560.00029750181570.00020717751580.00014248921590.00009678511600.00006492671610.00004301561620.0000281461630.00001818841640.00001160811650.00000731661660.00000455451670.00000281680.00000171690.00000101931700.00000060361710.0000003531720.00000020391730.00000011631740.00000006551750.00000003641760.000000021770.00000001081780.00000000581790.00000000311800.00000000161810.00000000081820.00000000041830.00000000021840.00000000011850.0000000001186018701880189019001910192019301940195019601970198019902000201020202030204020502060207020802090210021102120213021402150216021702180219022002210222022302240225022602270228022902300231023202330234023502360237023802390240024102420243024402450246024702480249025002510252025302540255025602570258025902600261026202630264026502660267026802690270027102720273027402750276027702780279028002810282028302840285028602870288028902900291029202930294029502960297029802990300030103020303030403050306030703080309031003110312031303140315031603170318031903200

A.NORMALDISTRIBUCION BINOMIAL0FALSESI LA DISTRIBUCION ES EXPONENCIAL ES EN LINEAS 1TRUESI LA FUNCION ES LINEAL TRABAJAS CON HISTOGRAMSx=10; p=0.40.40.4x=10F(X)=0.4x=40MAYOR SON LOS DATOS MAYOR SERA EL NIVEL DE CONFIANZA 00.006046617600.000000001310.04031078410.0000000356120.12093235220.0000004634APROXIMACION NORMAL30.21499084830.0000039132MEDIA48CUANDO X=12040.25082265640.0000241315VARIANZA28.8CALCULO PARA LOS DATOS CUANDO ESTAN SUJETOS A PROBABILIDAD50.200658124850.000115831X=1200.4F(X)=0.460.11147673660.0004504540070.04246732870.00145861290.202cuando X= 48080.01061683280.00401118540.40APROXIMACION NORMAL90.00157286490.00950799510.60MEDIA192100.0001048576100.01964985660.80VARIANZA115.2110.03572701210X=4800.4120.0575601861.2000130.08265052341.400.20140.10626495871.600.40150.12279506341.800.60160.1279115244200.80170.12038731712.2010180.1025521592.401.20190.07916307012.601.40200.05541414912.801.60210.0351835867301.80220.02025721663.2020230.01056898263.402.20240.00499090843.602.40250.00212945433.802.60260.0008190209402.80270.00028311834.2030280.00008763194.403.20290.00002417434.603.40300.00000590934.803.60310.0000012708503.80320.00000023835.2040330.00000003855.404.20340.00000000535.604.40350.00000000065.804.60360.0000000001604.803706.20503806.405.203906.605.404006.805.60705.807.2060DATOS PARA 80 BINOMIAL Y 120 EN LA NORMAL7.406.207.606.407.806.60806.808.20708.407.208.607.408.807.60907.809.20809.408.209.608.409.808.601008.8010.209010.409.2010.609.4010.809.601109.8011.2010011.4010.2011.6010.4011.8010.6012010.8012.2011012.4011.2012.6011.4012.8011.6013011.8013.20.000000000112013.40.000000000112.2013.60.000000000112.4013.80.000000000112.60140.000000000112.8014.20.000000000213014.40.000000000213.2014.60.000000000313.4014.80.000000000413.60150.000000000513.8015.20.000000000614015.40.000000000714.2015.60.000000000914.4015.80.000000001114.60160.000000001414.8016.20.000000001815016.40.000000002215.2016.60.000000002715.4016.80.000000003415.60170.000000004215.8017.20.000000005216017.40.000000006516.2017.60.00000000816.4017.80.000000009916.60180.000000012216.8018.20.00000001517018.40.000000018417.2018.60.000000022617.4018.80.000000027717.60190.000000033917.8019.20.000000041418019.40.000000050618.2019.60.000000061618.4019.80.00000007518.60200.000000091218.8020.20.000000110719020.40.000000134219.2020.60.000000162419.4020.80.000000196319.60210.00000023719.8021.20.000000285620021.40.000000343820.2021.60.000000413320.4021.80.000000496120.60220.000000594720.8022.20.000000711921022.40.00000085121.2022.60.000001015821.4022.80.000001210921.60230.000001441521.8023.20.000001713622023.40.000002034322.2023.60.000002411622.4023.80.000002854922.60240.00000337522.8024.20.000003984323024.40.000004697123.2024.60.000005529723.4024.80.000006500923.60250.000007632123.8025.20.000008947624025.40.000010475324.2025.60.000012246924.4025.80.000014298224.60260.000016669924.8026.20.000019408125026.40.000022564625.2026.60.000026198225.4026.80.000030374625.60270.000035167925.8027.20.000040661226027.40.000046947226.2027.60.000054129826.4027.80.000062324626.60280.000071660526.8028.20.000082280527028.40.000094343327.2028.60.000108024327.4028.80.000123517727.60290.000141037127.8029.20.00016081828029.40.000183118728.2029.60.000208222428.4029.80.000236438928.60300.000268106528.8030.20.000303593629030.40.000343300629.2030.60.000387662229.4030.80.000437148629.60310.00049226829.8031.20.000553567930031.40.000621637130.2031.60.000697107730.4031.80.000780655830.60320.000873003830.8032.20.000974921131032.40.001087225531.2032.60.001210783831.4032.80.001346512531.60330.001495378131.8033.20.001658396732033.40.001836634132.2033.60.002031204732.4033.80.0022432732.60340.002474037132.8034.20.002724756533034.40.002996718833.2034.60.003291251733.4034.80.003609715833.60350.003953533.8035.20.00432401634035.40.004722692434.2035.60.005150967734.4035.80.005610283634.60360.006102076134.8036.20.00662776735036.40.007188754635.2036.60.007786403335.4036.80.008422033235.60370.009096908335.8037.20.00981222536037.40.010569099636.2037.60.011368555736.4037.80.012211511336.60380.013098764936.8038.20.014030982837038.40.015008685337.2038.60.016032233337.4038.80.017101815237.60390.018217434137.8039.20.019378895438039.40.02058579538.2039.60.021837508238.4039.80.023133179838.60400.024471714538.8040.20.025851769539040.40.027271747539.2040.60.028729791339.4040.80.030223780639.60410.031751329839.8041.20.033309787640041.40.034896238840.2041.60.036507508140.4041.80.038140165640.60420.039790534340.8042.20.041454700441042.40.043128524941.2042.60.044807657541.4042.80.046487553441.60430.048163490441.8043.20.0498305942043.40.051483838442.2043.60.053118110942.4043.80.054728196542.60440.056308825142.8044.20.05785469543044.40.059360501843.2044.60.060820968643.4044.80.062230875943.60450.063585092843.8045.20.064878607144045.40.066106557144.2045.60.067264260844.4045.80.068347246344.60460.069351280344.8046.20.070272395345046.40.071106916345.2046.60.071851484645.4046.80.072503080645.60470.073059044445.8047.20.073517093346047.40.073875338146.2047.60.074132295546.4047.80.074286898846.60480.074338504846.8048.20.074286898847048.40.074132295547.2048.60.073875338147.4048.80.073517093347.60490.073059044447.8049.20.072503080648049.40.071851484648.2049.60.071106916348.4049.80.070272395348.60500.069351280348.8050.20.068347246349050.40.067264260849.2050.60.066106557149.4050.80.064878607149.60510.063585092849.8051.20.062230875950051.40.060820968650.2051.60.059360501850.4051.80.05785469550.60520.056308825150.8052.20.054728196551052.40.053118110951.2052.60.051483838451.4052.80.0498305951.60530.048163490451.8053.20.046487553452053.40.044807657552.2053.60.043128524952.4053.80.041454700452.60540.039790534352.8054.20.038140165653054.40.036507508153.2054.60.034896238853.4054.80.033309787653.60550.031751329853.8055.20.030223780654055.40.028729791354.2055.60.027271747554.4055.80.025851769554.60560.024471714554.8056.20.023133179855056.40.021837508255.2056.60.02058579555.4056.80.019378895455.60570.018217434155.8057.20.017101815256057.40.016032233356.2057.60.015008685356.4057.80.014030982856.60580.013098764956.8058.20.012211511357058.40.011368555757.2058.60.010569099657.4058.80.00981222557.60590.009096908357.8059.20.008422033258059.40.007786403358.2059.60.007188754658.4059.80.00662776758.60600.006102076158.8060.20.005610283659060.40.005150967759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POISSONPOISSONcuando X es ;0.40.6# de datos:60# de datos:120# de datos:180Media24Media48Media72Varianza14.4Varianza28.8Varianza43.2

Poisson (lambda=24)Poisson (lambda=48)Poisson (lambda=72)10.0000000009101020.0000000109202030.000000087303040.0000005219404050.000002505505060.00001002606070.0000343543707080.0001030628808090.00027483419090100.0006596018100100110.0014391312110.0000000001110120.0028782623120.0000000004120130.005313715130.0000000016130140.0091092258140.0000000056140150.0145747612150.000000018150160.0218621419160.0000000541160170.0308642003170.0000001527170180.041152267180.0000004073180190.051981811190.0000010289190200.0623781732200.0000024692200210.0712893408210.000005644210220.0777701899220.0000123142220230.0811515025230.0000256992230240.0811515025240.0000513983240250.0779054424250.0000986848250.0000000001260.0719127161260.0001821873260.0000000003270.0639224143270.0003238885270.0000000007280.0547906408280.0005552374280.0000000018290.0453439786290.0009190136290.0000000044300.0362751829300.0014704217300.0000000106310.0280840126310.002276782310.0000000247320.0210630094320.0034151731320.0000000556330.0153185523330.0049675245330.0000001214340.0108130957340.0070129757340.000000257350.0074146942350.0096177953350.0000005287360.0049431295360.012823727360.0000010574370.0032063543370.0166361864370.0000020576380.0020250658380.0210141302380.0000038986390.0012461944390.0258635449390.0000071975400.0007477166400.0310362539400.0000129554410.0004376878410.0363351265410.000022751420.0002501073420.0415258588420.0000390017430.0001395948430.0463544471430.0000653052440.0000761426440.0505684877440.0001068631450.0000406094450.0539397202450.000170981460.0000211875460.0562849254460.0002676224470.0000108192470.057482477470.0004099747480.0000054096480.057482477480.0006149621490.0000026496490.0563093653490.0009036178500.0000012718500.0540569907500.0013012096510.0000005985510.0508771677510.0018370018520.0000002762520.0469635394520.0025435409530.0000001251530.0425330168530.0034553763540.0000000556540.0378071261540.0046071684550.0000000243550.03299531550.0060312023560.0000000104560.0282816943560.007754403570.0000000044570.0238161636570.0097950353580.0000000018580.0197099285580.0121593542590.0000000007590.0160351961590.0148385339600.0000000003600.0128281569600.0178062407610.0100942874610.0210172021620.0078149322620.0244070734630.005954234630.0278937982640.0044656755640.031380523650.0032977296650.0347599639660.0023983488660.0379199606670.00171822670.0407498085680.0012128612680.043146856690.0008437295690.0450228063700.0005785574700.0463091722710.0003911374710.046961414720.0002607583720.046961414730.0001714575730.046318107740.0001112157740.0450662663750.000071178750.0432636156760.0000449545760.0409865832770.0000280236770.0383251168780.0000172453780.0353770309790.0000104782790.0322423572800.0000062869800.0290181215810.0000037256810.0257938858820.0000021808820.02264829830.0000012612830.0196467094840.0000007207840.0168400366850.000000407850.0142645016860.0000002271860.0119423734870.0000001253870.0098833435880.0000000684880.008086372890.0000000369890.0065417841900.0000000197900.0052334273910.0000000104910.0041407337920.0000000054920.0032405742930.0000000028930.0025088316940.0000000014940.0019216583950.0000000007950.0014564147960.0000000004960.001092311970.0000000002970.0008107876980.0000000001980.0005956807990990.000433222310001000.0003119210101010.000222358810201020.000156959210301030.00010971910401040.000075959310501050.000052086410601060.000035379410701070.000023806710801080.000015871210901090.000010483711001100.000006862111101110.000004451111201120.000002861411301130.000001823211401140.000001151511501150.000000720911601160.000000447511701170.000000275411801180.00000016811901190.000000101712001200.0000000611210.00000003631220.00000002141230.00000001251240.00000000731250.00000000421260.00000000241270.00000000141280.00000000081290.00000000041300.00000000021310.00000000011320.0000000001133013401350136013701380139014001410142014301440145014601470148014901500151015201530154015501560157015801590160016101620163016401650166016701680169017001710172017301740175017601770178017901800

NORMAL POISSONPOISSON NORMALcuando X es ;0.40.6# de datos:60# de datos:120# de datos:180Media24Media48Media72Varianza14.4Varianza28.8Varianza43.2Aprox Norm1Aprox Norm2Aprox Norm3

Poisson (lambda=24)Poisson (lambda=48)Poisson 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