analisis varian one way data bebas

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  • No

    1 68 58 52 4624 3364 27042 54 54 42 2916 2916 17643 56 61 50 3136 3721 25004 64 63 48 4096 3969 23045 65 60 58 4225 3600 33646 67 54 64 4489 2916 40967 70 56 54 4900 3136 29168 76 50 5776 25009 77 5929

    10 77 5929674 406 418 46020 23622 22148

    X1 X2 X367.4 58 52.25

    X1674 406 418 1498

    46020 23622 22148 91790

    n1 n2 n3 N10 7 8 25

    k3

    X1 Gaya 1

    X2 Gaya 2

    X3 Gaya 3 X1

    2 X2 2 X3 2

    X2 X3 X

    X12 X22 X32 X2

  • JKT =N

    = 91790 - (1498) ^225

    = 91790 - 224400425

    = 91790 - 89760.16

    = 2029.84

    JKA = { } -ni N= { + + } -n1 n2 n3= { (674) ^2 + (406) ^2 + (1498) ^2 } -10 7 8= { 454276 + 164836 + 174724 } -10 7 8= { 45427.6 + 23548 + 21840.5 } -

    = 90816.1 - 89760.16

    = 1055.94

    JKD = ]ni

    = { - } + { -n1= { 46020 - (674)^2 } + { 23622 -10

    X2 - (X)2

    (xi)2 (x)2

    (x1)2 (x2)2 (x3)2

    [Xi2 - (xi)2

    X12 (x1)2

    X22

  • = { 46020 - 45427.6 } + { 23622 -= 592.4 + 74 + 307.5

    = 973.9

    JKD = JKT - JKA

    = 2029.84 - 1055.94

    = 973.9 OKE

    = N - 1= 25 - 1= 24

    = k - 1= 3 - 1= 2

    = N - k= 25 - 3= 22

    KTA =JKA

    = 1055.942

    = 527.97

    KTD =JKD

    = 973.922

    = 44.26818

    dbt

    dba

    dbd

    dba

    dbd

  • F = KTAKTD

    = 527.9744.26818

    = 11.92662

  • N(1498) ^225

    224400425

    89760.16

    } + { - }n2 n3(406)^2 } + { 22148 - (418)^2 }7 8

    (x)2

    (x2)2 X32 (x3)2

  • 23548 } + { 22148 - 21840.5 }

  • Sheet1