Rma

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Resumen Estadísticas de la regresión Coeficiente de corre 0.28627925339222 Coeficiente de deter 0.0819558109228067 R^2 ajustado 0.0193618889402708 Error típico 345.107327000836 Observaciones 48 ANÁLISIS DE VARIANZA Grados de libertad Suma de cuadrados Regresión 3 467818.295414867 Residuos 44 5240358.95458513 Total 47 5708177.25 Coeficientes Error típico Intercepción 1997.70359247699 419.879361401705 Variable X 1 116.403761502056 174.472162960853 Variable X 2 -231.782034774236 348.9373922914 Variable X 3 116.184460072851 174.466221379607

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Transcript of Rma

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Resumen

Estadísticas de la regresiónCoeficiente de correlació 0.28627925339222Coeficiente de determin 0.0819558109228067R^2 ajustado 0.0193618889402708Error típico 345.107327000836Observaciones 48

ANÁLISIS DE VARIANZAGrados de libertad Suma de cuadrados Promedio de los cuadrados

Regresión 3 467818.295414867 155939.431804956Residuos 44 5240358.95458513 119099.067149662Total 47 5708177.25

Coeficientes Error típico Estadístico tIntercepción 1997.70359247699 419.879361401705 4.75780373154791Variable X 1 116.403761502056 174.472162960853 0.667176697569651Variable X 2 -231.782034774236 348.9373922914 -0.664251065935272Variable X 3 116.184460072851 174.466221379607 0.665942433750856

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F Valor crítico de F1.30932538379162 0.283365557731634

Probabilidad Inferior 95% Superior 95%Inferior 95.0%Superior 95.0%2.1363396417571E-05 1151.49234232984 2843.91484 1151.49234 2843.91484

0.508143309549961 -235.221778372315 468.029301 -235.221778 468.0293010.509995830986143 -935.019140709287 471.455071 -935.019141 471.4550710.508924404711286 -235.429105331337 467.798025 -235.429105 467.798025

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Año est1 est2 est3 caudal1500 896 1002 1108 32001501 780 1050 1320 31001502 856 1250 1644 31201503 1020 1100 1180 32601504 920 1235 1550 31501505 385 1264 2143 32501506 1500 1114 728 29001507 1000 987 974 29501508 987 986 985 30011509 879 958 1037 30201510 899 975 1051 31001511 888 948 1008 29561512 865 988 1111 29871513 984 999 1014 29981514 986 978 970 28871515 958 986 1014 30201516 896 989 1082 30101517 759 1005 1251 29861518 762 1005 1250 29871519 659 1009 1359 29901520 983 1006 1029 29991521 986 987 988 31201522 259 988 1717 32001523 1005 889 773 33041524 1001 886 771 25001525 905 884 863 24501526 950 999 1048 23501527 986 888 790 22041528 785 879 973 25631529 256 984 1712 26541530 357 986 1615 21471531 951 598 245 21581532 753 988 1223 23591533 852 659 466 26451534 456 984 1512 28951535 842 698 554 26571536 862 1001 1140 26581537 984 1200 1416 24511538 786 1120 1454 21351539 956 1160 1364 23641540 958 963 968 28951541 759 951 1143 26571542 125 987 1849 24561543 366 896 1426 24551544 669 998 1327 26541545 687 1004 1321 2154

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1546 598 1100 1602 23451547 986 1205 1424 2365

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cantidad de datos X1 x2 x348 38942 47716 56492 c

38942 34543320 38708825 42875854 x147716 38708825 48234506 57762197 x256492 42875854 57762197 72651040 x3

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132666108264681132352982156447257

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experimento diametro pendiente Caudal1 1 0.001 1.4 0 -3 0.146128042 2 0.001 8.3 0.69314718 -3 0.919078093 3 0.001 24.2 1.09861229 -3 1.383815374 1 0.01 4.7 0 -2 0.672097865 2 0.01 28.9 0.69314718 -2 1.460897846 3 0.01 84 1.09861229 -2 1.924279297 1 0.05 11.1 0 -1.30103 1.045322988 2 0.05 69 0.69314718 -1.30103 1.838849099 3 0.05 200 1.09861229 -1.30103 2.30103

10 10 0.001 12.02 2.30258509 -3 1.0799044711 1 0.003 1.4 0 -2.52287875 0.1461280412 2 0.003 2.6 0.69314718 -2.52287875 0.4149733513 3 0.003 3.7 1.09861229 -2.52287875 0.5682017214 4 0.003 5.8 1.38629436 -2.52287875 0.7634279915 5 0.003 6.9 1.60943791 -2.52287875 0.8388490921 1 0.05 1.7 0 -1.30103 0.2304489222 2 0.05 3 0.69314718 -1.30103 0.4771212523 3 0.05 4.1 1.09861229 -1.30103 0.6127838624 4 0.05 6.2 1.38629436 -1.30103 0.7923916925 5 0.05 7.3 1.60943791 -1.30103 0.8633228631 1 0.008 2 0 -2.09691001 0.3010332 2 0.008 3.8 0.69314718 -2.09691001 0.579783633 3 0.008 5.2 1.09861229 -2.09691001 0.7160033434 4 0.008 7.2 1.38629436 -2.09691001 0.857332535 5 0.008 8.2 1.60943791 -2.09691001 0.9138138541 1 0.08 2.6 0 -1.09691001 0.4149733542 2 0.08 4.2 0.69314718 -1.09691001 0.6232492943 3 0.08 6.3 1.09861229 -1.09691001 0.7993405544 4 0.08 8.5 1.38629436 -1.09691001 0.9294189345 5 0.08 9.2 1.60943791 -1.09691001 0.96378783

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tiempo duracion intensidad1 2 10.23 0 0.69314718 2.325324582 5 10 0.69314718 1.60943791 2.302585093 6 10.5 1.09861229 1.79175947 2.351375264 8 8.6 1.38629436 2.07944154 2.15176225 10 10.5 1.60943791 2.30258509 2.351375266 12 10.5 1.79175947 2.48490665 2.351375267 15 9.82 1.94591015 2.7080502 2.284421128 18 12.3 2.07944154 2.89037176 2.509599269 20 11.3 2.19722458 2.99573227 2.42480273

10 12 10.3 2.30258509 2.48490665 2.332143911 10 12.2 2.39789527 2.30258509 2.5014359512 8 14.5 2.48490665 2.07944154 2.6741486513 6 16 2.56494936 1.79175947 2.7725887218 9 24.5 2.89037176 2.19722458 3.1986731225 7 28.56 3.21887582 1.94591015 3.3520071440 8 70.56 3.68887945 2.07944154 4.2564634160 15 90.65 4.09434456 2.7080502 4.5070059480 12 100.25 4.38202663 2.48490665 4.60766707

100 13 120.36 4.60517019 2.56494936 4.79048725120 24 200 4.78749174 3.17805383 5.29831737