muest reo

52
Numero SAT Housing Aleatorio 724 1051 1 0.4007394158 691 1125 1 0.938591409 697 1149 1 0.4639179541 351 1166 1 0.997154227 15 1092 0 0.3911656623 25 1032 1 0.7488158664 24 1052 1 0.7878092476 926 1152 0 0.3168627538 956 926 1 0.4027543468 440 1363 1 0.9089685925 252 1207 1 0.1270314644 832 1185 1 0.0698609485 501 1245 1 0.5221025075 552 1081 1 0.8987552905 798 1103 0 0.4881727544 309 1019 1 0.5330362222 49 1202 0 0.7933064047 178 1200 1 0.1795377436 709 1053 0 0.5583115818 167 1137 1 0.9893994499 723 1158 1 0.2932378678 64 1034 0 0.4481577026 87 1136 1 0.1864701877 908 1097 0 0.8364270339 536 1192 0 0.2074738524 642 972 0 0.8808577964 863 1148 1 0.062266587 614 1048 1 0.4586339912 339 1122 1 0.2816887926 300 976 1 0.4127198127 53 1140 1 0.8460838362 419 1116 1 0.3034108544 468 1058 0 0.0863511146 358 1122 1 0.9230344319 550 1077 1 0.0334896285 202 1181 0 0.0379209379 990 981 1 0.8677486291 422 1134 1 0.7322095633 261 1130 1 0.2878290128 312 1128 1 0.2531376262 521 1028 1 0.1652758841 436 1104 1 0.4380583966 902 1036 1 0.2683370367 970 997 1 0.5505573503 823 1096 1 0.0163272934 853 1151 1 0.7607052161 340 1168 1 0.1557647972 132 1094 0 0.0643359809 129 1085 1 0.1415864388 335 1007 1 0.8863641149

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PoblacinNumeroSATHousingAleatorio724105110.482434888MU1090691112510.2782865273sigma80.00697114910.4225015745351116610.126894262PI
bursen: proporcion poblacional72.0%El 72% de la poblacion pide housing15109200.410597065325103210.606441616124105210.2605079127926115200.95450929495692610.231021087440136310.9765393921252120710.1816464441832118510.4764663998501124510.5939027675552108110.7686482042798110300.5234375352309101910.258994888249120200.7829375564178120010.1737426564709105300.194773606167113710.1208992468723115810.197034990464103400.59599220587113610.7396978253908109700.8994116393536119200.032182723964297200.8539090896863114810.6725274075614104810.5757011654339112210.508374932130097610.457131732253114010.1695039956419111610.8817979784468105800.2385045066358112210.3136335365550107710.2970067691202118100.879568645399098110.2793476466422113410.4751694679261113010.2876261632312112810.6385870506521102810.5112578535436110410.8985309627902103610.433814387297099710.3780474936823109610.0371560235853115110.2043353891340116810.4090782889132109400.847755169129108510.6173829445335100710.3731757163910118710.8371413073636109500.6577299289852104510.4328337965507112910.409901927336108500.5865809605896126510.7850825522485111310.3498312898222107310.872621162668121100.33330520540117710.383945384198597510.8659190983346122210.879899247353995400.2311681036718109910.5374470089225109110.1104411045629108810.4330977125758117200.369955773232102710.9444365496720111710.1124521897700106610.9213186556708115600.8494982181461108110.0372029245732107010.193682944155114310.203735341688103210.8203186146613106410.6245893623373100310.9841575209600105610.0427018899541105110.2108654088575111810.1090975113163101010.870757947703119610.3486693193406106410.614523130863595410.0477489927702105400.1639497045530108010.1335559195255115610.0627995301879118610.4673994468288104510.2940647362471108110.1759776579648105110.7813509589687110910.0470502628948102310.9388620013796113610.1236910775682101410.577168865546105210.5452094672490104510.438854269914110810.0853785254743113510.0050712564764103400.7815992043418101710.8897267677467100600.3959862642900110710.8674575196677108810.9800034512350122300.7938405765470108300.071416847875294100.9489075839684113410.7268799612605110010.3929435159323105410.7346377542777109310.9047900898242107410.4381875432385510.0399304241748112910.3558208961377106110.396962876673095300.6405920868479125710.3059827018509104010.4495003937184116310.3213305244549108710.6559317948654106400.0406077569243111510.1876532927111109000.7420772739678103110.6087128952774113110.094474951497104600.19332855061096810.6122147758641105910.538412874434296910.9769664822740105510.2427291561941107410.0527363441760103500.2470157912454109310.9509150687851120110.1051786802361119600.7749637542326101910.6856298623270110410.1978250027716105300.71075100220100500.8575164944995118910.1000847279322100000.1327512429799112500.436598837339190810.0753641054101106200.2391904762170103500.717298080690784510.0643112697894108110.8054201484337121700.7219569537813113110.8206822342895106310.4930621254773113300.5677113633435110800.1525323584238102800.3518364551745100210.3449142718816100010.594622926261795600.1148171793660103810.5288735294949104410.7063253564382109910.8660953524282103300.6029716157669109100.548379092449696110.5337389306437105010.7011204142827111710.8540698441138114410.966715345691399600.7179904452918104810.461769815890195510.123057956148117210.2288852591577112510.1338985089516115600.394059395248189610.751546205119106810.7071400095450117310.7303784685365112210.1416171398276107110.9518403042307108510.426081107386895400.7341561442535113810.8144207777988106900.6452773025865102310.46644598512106700.8664687421779122710.440653579940098110.549756069983103400.952436305635797700.9173490851947114010.865418397962119210.2909076453398102010.210299737670116400.8368755165105119810.3773221375680110810.2417803501412103410.088339323438899000.0238021278257117310.6586648408394103910.4120404752652108210.7886911566993104810.57697161475110410.2297282493363101410.9081246813104109210.848354576980898610.8486707482527100500.216221354367113710.375070136567114810.3553062656919104010.9587365507749109010.49916044816106500.5733584754916107710.2162586356195101800.4868969778890106010.1353404516861113900.6262125626376101300.6403430554719100400.8929330278675115810.297225241331131510.0934632518425105800.53668944118105310.2517139564130116410.0987098706707101310.827351327890112010.2739499345292115900.526079809881797410.692888473722086100.754746794337099910.9023546602174108900.779895026245100510.0860239957296112010.863307071564121810.0160371398522113810.8964677447297104600.7710147502645109210.702500453384196810.4451503036131107910.5792658261624110710.4513458832824103210.964504502782120900.8949758092109112400.7091639376200109400.4674165865324110710.6914702188102310.516774799914097710.68617139391116310.6934060249887117510.079417428944107700.8533729937747103210.8244133485592100010.9501535021239108010.5464174565611112710.3289792017729110100.707326534593112510.4239797361228108710.1432167623401119210.22131066587106310.0371536943164106910.7263777827733102900.615176137810695810.2921754746688106110.59759809093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MuestraNumeroSATHousing38551X barra1,075.504011771S83.7244107705510441P68.00%881032111110900132109409460461017585216000000000000000000000000000000000000000000000000000000000000000000000cantidad de muestras170103502161113025910380333968134296913811020138410881417106014551138146512610480993148210361510115415251143054110511543976154810590562113505731186058210691593112905951028060111801612113016531109169511461707101317111242172110621737975175910380761124718059531819118318611139088198118829891898104619401008194810231967103419711183097910761

Hoja1MuestraPoblacinErrorX barra1,075.50MU1,090.00-14.50S83.72sigma80.003.73

P68.00%PI72.00%-4.00%

2daMuestraNumeroSATHousing1510920MuestraPoblacinError2410521X barra1,105.12MU1,090.0015.122510321S79.18sigma80.00-0.8149120205311401P76.00%PI72.00%4.00%6410340871136112910851Si n =7013210940Error estandar9.5612372167113711781200120211810ERROR MAXIMO25(TLC) no se necesita conocer MU, sin poblacion la probabilidad es la misma25212071Probabilidad de que Xbarra esta entre 1090 - 20 y 1090 + 20261113011,065.000.00446497430.45%30097611,115.000.995535025799.55%30910191Probabilidad de que el ERROR es menor que 2099.11%
bursen: Nivel de Confianza1 - ALPHALa probabilidad de cometer un error de 20 es 92.29%31211281Probabilidad de que el ERROR es mayor que 200.89%
bursen: Nivel de Significacin P (error)ALPHAriesgo (probabilidad de equivocacion)3351007133911221Intervalo de confianzaLIM INFERIOR1,080.12La probabilidad de que MU esta entre el LI y LS es de 92.29% y34011681LIM SUPERIOR1,130.12la probabilidad de que MU esta fuera del LI y LS es 7.71%351116613581122141911161167.804221134125.7083.9058.2043611041109.604401363146810580501124515211028153611920550107715521081161410481642972069111251697114917091053072311581724105117981103082310961832118518531151186311481902103619081097092611520956926197099719909811