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    ABCD

    Uploaded by

    Luis Aguagallo
    The document appears to contain statistical data regarding ranges of values for various variables across different time points or sample sizes. It includes columns with labels like 'x', 'y', 't-to' and calculations like averages, sums, and what appear to be parameters for linear and non-linear regression models fitted to the data. Scatter plots and equations are also presented.

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    © All Rights Reserved
    Download as XLSX, PDF, TXT or read online from Scribd

    ABCD

    Uploaded by

    Luis Aguagallo
    18 views3 pages
    The document appears to contain statistical data regarding ranges of values for various variables across different time points or sample sizes. It includes columns with labels like 'x', 'y', 't-to' and calculations like averages, sums, and what appear to be parameters for linear and non-linear regression models fitted to the data. Scatter plots and equations are also presented.

    Original Description:

    Original Title

    ABCD.xlsx

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    © © All Rights Reserved

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    The document appears to contain statistical data regarding ranges of values for various variables across different time points or sample sizes. It includes columns with labels like 'x', 'y', 't-to' and calculations like averages, sums, and what appear to be parameters for linear and non-linear regression models fitted to the data. Scatter plots and equations are also presented.

    Copyright:

    © All Rights Reserved
    Download as XLSX, PDF, TXT or read online from Scribd
    Download as xlsx, pdf, or txt
    18 views3 pages

    ABCD

    Uploaded by

    Luis Aguagallo
    The document appears to contain statistical data regarding ranges of values for various variables across different time points or sample sizes. It includes columns with labels like 'x', 'y', 't-to' and calculations like averages, sums, and what appear to be parameters for linear and non-linear regression models fitted to the data. Scatter plots and equations are also presented.

    Copyright:

    © All Rights Reserved
    Download as XLSX, PDF, TXT or read online from Scribd
    Download as xlsx, pdf, or txt
    of 3

    RANGO

    i t x y x-x
    MEDIANO
    1 500 0.0343 6.2146 -3.3548 -0.5789
    2 720 0.0833 6.5793 -2.4417 -0.3166
    3 880 0.1324 6.7799 -1.9521 -0.1407
    4 1020 0.1814 6.9276 -1.6088 0.0363
    5 1180 0.2304 7.0733 -1.3399 0.1630
    6 1330 0.2794 7.1929 -1.1157 0.3172
    7 1490 0.3284 7.3065 -0.9210 0.5197
    8 1610 0.3775 7.3840 -0.7467
    9 1750 0.4265 7.4674 -0.5871
    10 1920 0.4755 7.5601 -0.4381
    11 2150 0.5245 7.6732 -0.2965
    12 2325 0.5735 7.7515 -0.1599
    13 Datos censurados
    PROMEDIO 4.2955 -0.7481
    SUMA 85.9102 -14.9623
    56.0503 0.2581
    m 2.8455
    c -21.8112
    5.1919

    Chart Title
    0.0000
    6.0000 6.2000 6.4000 6.6000 6.8000 7.0000 7.2000 7.4000
    -0.5000
    -1.0000
    -1.5000
    -2.0000
    -2.5000
    -3.0000
    -3.5000
    -4.0000
    x-x 2 y-y x-x * y-y x*y x2 y2 t-to

    0.3351 -1.8008 1.0425 -15.9492 47.7171 5.3309 480.0000


    0.1002 -0.8351 0.2644 -9.6308 51.4106 1.8041 700.0000
    0.0198 -0.2818 0.0396 -5.8022 53.9639 0.6238 860.0000
    0.0013 0.1416 0.0051 -2.7573 56.5946 0.1343 1000.0000
    0.0266 0.5163 0.0842 0.0627 58.5178 0.0001 1160.0000
    0.1006 0.8939 0.2835 3.0110 60.9000 0.1489 1310.0000
    0.2701 1.3660 0.7099 6.8685 64.1019 0.7360 1470.0000
    1590.0000
    1730.0000
    1900.0000
    2130.0000
    2305.0000

    0.8537 2.4292 -24.1971 393.2059 8.7781

    -5.55869947
    30.89913977 2 parametros
    β 2.2379
    η 2165.9372
    r^2 0.9945
    to 0
    r^2 ideal 1
    Δr 0.00550248858

    7.4000
    ln(t-to) y=ln(-ln(1-F))

    6.1738 -3.35480250945
    6.5511 -2.44171639888
    6.7569 -1.95213767099
    6.9078 -1.60880720424
    7.0562 -1.33989108713
    7.1778 -1.11569515226
    7.2930 -0.9209539176
    7.3715 -0.74668951291
    7.4559 -0.58708400554
    7.5496 -0.43805365415
    7.6639 -0.29650889402
    7.7428 -0.15992010327

    3 parametros
    β 0.45548323
    η 1.77772331
    r^2 0.06782709
    to 20
    r^2 ideal 1
    Δr 0.00550249

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