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    Lampiran 3RELIABILITY/VARIABLES=X1.1 X1.2 X1.3 X1.4 X1.5 X1.6 X1.7 X1.8 X1.9 X1.10/SCALE('Tingkat pendidikan (X1)') ALL/MODEL=ALPHA/STATISTICS=DESCRIPTIVE CORR

    /SUMMARY=TOTAL CORR.

    Reliability

    Notes

    Output Created 28-MAY-2013 15:24:17

    Comments

    Input

    Active Dataset DataSet0Filter Weight Split File N of Rows in WorkingData File

    24

    Matrix Input

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases UsedStatistics are based on allcases with valid data for allvariables in the procedure.

    Syntax

    RELIABILITY/VARIABLES=X1.1 X1.2X1.3 X1.4 X1.5 X1.6 X1.7X1.8 X1.9 X1.10/SCALE('Tingkat

    pendidikan (X1)') ALL/MODEL=ALPHA

    /STATISTICS=DESCRIPTIVE CORR/SUMMARY=TOTAL

    CORR.

    ResourcesProcessor Time 00:00:00,03

    Elapsed Time 00:00:00,04

    [DataSet0]

    Warnings

    The determinant of the covariance matrix is zero orapproximately zero. Statistics based on its inverse matrix cannotbe computed and they are displayed as system missing values.

    Scale: Tingkat pendidikan (X1)

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    Case Processing Summary

    N %

    Cases

    Valid 24 100,0

    Excludeda 0 ,0

    Total 24 100,0

    a. Listwise deletion based on all variables inthe procedure.

    Reliability Statistics

    Cronbach'sAlpha

    Cronbach'sAlpha Based

    onStandardized

    Items

    N ofItems

    ,960 ,973 10

    Item Statistics

    Mean Std.Deviation

    N

    X1.1 4,7083 ,46431 24X1.2 4,8750 ,33783 24X1.3 4,8750 ,33783 24X1.4 4,8750 ,33783 24X1.5 4,7500 ,67566 24X1.6 4,8750 ,33783 24

    X1.7 4,7083 ,46431 24X1.8 4,8750 ,33783 24X1.9 4,8750 ,33783 24X1.10

    4,7917 ,41485 24

    Inter-Item Correlation Matrix

    X1.1 X1.2 X1.3 X1.4 X1.5 X1.6 X1.7 X1.8

    X1.1 1,000 ,589 ,589 ,589 ,589 ,589 ,193 ,589X1.2 ,589 1,000 1,000 1,000 1,000 1,000 ,589 1,000X1.3 ,589 1,000 1,000 1,000 1,000 1,000 ,589 1,000X1.4 ,589 1,000 1,000 1,000 1,000 1,000 ,589 1,000

    X1.5 ,589 1,000 1,000 1,000 1,000 1,000 ,589 1,000X1.6 ,589 1,000 1,000 1,000 1,000 1,000 ,589 1,000X1.7 ,193 ,589 ,589 ,589 ,589 ,589 1,000 ,589X1.8 ,589 1,000 1,000 1,000 1,000 1,000 ,589 1,000X1.9 ,589 1,000 1,000 1,000 1,000 1,000 ,589 1,000X1.10

    ,348 ,737 ,737 ,737 ,737 ,737 ,348 ,737

    Inter-Item Correlation Matrix

    X1.9 X1.10

    X1.1 ,589 ,348X1.2 1,000 ,737X1.3 1,000 ,737X1.4 1,000 ,737X1.5 1,000 ,737X1.6 1,000 ,737

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    X1.7 ,589 ,348X1.8 1,000 ,737X1.9 1,000 ,737X1.10 ,737 1,000

    Summary Item StatisticsMean Minimu

    mMaximu

    mRange Maximum /

    MinimumVarianc

    e

    Inter-Item Correlations ,784 ,193 1,000 ,807 5,174 ,051

    Summary Item Statistics

    N of Items

    Inter-Item Correlations 10

    Item-Total Statistics

    Scale Mean if

    Item Deleted

    Scale

    Variance ifItem Deleted

    Corrected

    Item-TotalCorrelation

    Squared

    MultipleCorrelation

    Cronbach's

    Alpha if ItemDeleted

    X1.1 43,5000 10,957 ,552 . ,968X1.2 43,3333 10,580 ,989 . ,952X1.3 43,3333 10,580 ,989 . ,952X1.4 43,3333 10,580 ,989 . ,952X1.5 43,4583 8,520 ,987 . ,955X1.6 43,3333 10,580 ,989 . ,952X1.7 43,5000 10,957 ,552 . ,968X1.8 43,3333 10,580 ,989 . ,952X1.9 43,3333 10,580 ,989 . ,952X1.10

    43,4167 10,775 ,705 . ,961

    NEW FILE.DATASET NAME DataSet1 WINDOW=FRONT.RELIABILITY/VARIABLES=X2.1 X2.2 X2.3 X2.4 X2.5 X2.6 X2.7 X2.8 X2.9 X2.10/SCALE('Pengalaman mengajar (X2)') ALL/MODEL=ALPHA/STATISTICS=DESCRIPTIVE CORR/SUMMARY=TOTAL CORR.

    Reliability

    Notes

    Output Created 28-MAY-2013 15:25:36

    Comments

    Input

    Active Dataset DataSet1Filter Weight Split File N of Rows in Working

    Data File

    24

    Matrix Input

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    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases UsedStatistics are based on allcases with valid data for allvariables in the procedure.

    Syntax

    RELIABILITY

    /VARIABLES=X2.1 X2.2X2.3 X2.4 X2.5 X2.6 X2.7X2.8 X2.9 X2.10/SCALE('Pengalaman

    mengajar (X2)') ALL/MODEL=ALPHA

    /STATISTICS=DESCRIPTIVE CORR/SUMMARY=TOTAL

    CORR.

    ResourcesProcessor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    [DataSet1]

    Warnings

    The determinant of the covariance matrix is zero orapproximately zero. Statistics based on its inverse matrix cannotbe computed and they are displayed as system missing values.

    Scale: pengalaman mengajar (X2)

    Case Processing Summary

    N %

    Cases

    Valid 24 100,0

    Excludeda 0 ,0

    Total 24 100,0

    a. Listwise deletion based on all variables inthe procedure.

    Reliability Statistics

    Cronbach'sAlpha

    Cronbach'sAlpha Based

    onStandardized

    Items

    N ofItems

    ,938 ,951 10

    Item Statistics

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    Mean Std.Deviation

    N

    X2.1 4,3750 ,87539 24X2.2 4,3750 1,05552 24X2.3 4,9167 ,28233 24X2.4 4,7917 ,41485 24X2.5 4,6667 ,76139 24X2.6 4,8750 ,33783 24X2.7 4,3750 1,05552 24X2.8 4,6667 ,76139 24X2.9 4,3750 1,05552 24X2.10

    4,7917 ,41485 24

    Inter-Item Correlation Matrix

    X2.1 X2.2 X2.3 X2.4 X2.5 X2.6 X2.7 X2.8

    X2.1 1,000 ,641 ,132 ,224 ,718 ,165 ,641 ,718X2.2 ,641 1,000 ,693 ,782 ,812 ,625 1,000 ,812X2.3 ,132 ,693 1,000 ,588 ,674 ,798 ,693 ,674X2.4 ,224 ,782 ,588 1,000 ,321 ,737 ,782 ,321X2.5 ,718 ,812 ,674 ,321 1,000 ,507 ,812 1,000X2.6 ,165 ,625 ,798 ,737 ,507 1,000 ,625 ,507X2.7 ,641 1,000 ,693 ,782 ,812 ,625 1,000 ,812X2.8 ,718 ,812 ,674 ,321 1,000 ,507 ,812 1,000X2.9 ,641 1,000 ,693 ,782 ,812 ,625 1,000 ,812X2.10

    ,224 ,782 ,588 1,000 ,321 ,737 ,782 ,321

    Inter-Item Correlation Matrix

    X2.9 X2.10

    X2.1 ,641 ,224X2.2 1,000 ,782

    X2.3 ,693 ,588X2.4 ,782 1,000X2.5 ,812 ,321X2.6 ,625 ,737X2.7 1,000 ,782X2.8 ,812 ,321X2.9 1,000 ,782X2.10 ,782 1,000

    Summary Item Statistics

    Mean Minimum

    Maximum

    Range Maximum /Minimum

    Variance

    Inter-Item Correlations ,660 ,132 1,000 ,868 7,579 ,051

    Summary Item Statistics

    N of Items

    Inter-Item Correlations 10

    Item-Total Statistics

    Scale Mean ifItem Deleted

    ScaleVariance if

    Item Deleted

    CorrectedItem-TotalCorrelation

    SquaredMultiple

    Correlation

    Cronbach'sAlpha if Item

    Deleted

    X2.1 41,8333 30,493 ,616 . ,939

    X2.2 41,8333 25,623 ,981 . ,919X2.3 41,2917 34,824 ,694 . ,940X2.4 41,4167 33,732 ,687 . ,937

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    X2.5 41,5417 29,650 ,842 . ,927X2.6 41,3333 34,580 ,635 . ,940X2.7 41,8333 25,623 ,981 . ,919X2.8 41,5417 29,650 ,842 . ,927X2.9 41,8333 25,623 ,981 . ,919X2.10

    41,4167 33,732 ,687 . ,937

    NEW FILE.DATASET NAME DataSet2 WINDOW=FRONT.RELIABILITY/VARIABLES=Y1.1 Y1.2 Y1.3 Y1.4 Y1.5 Y1.6 Y1.7 Y1.8 Y1.9 Y1.10/SCALE('Variabel Y1 (Iklim kerja)') ALL/MODEL=ALPHA/STATISTICS=DESCRIPTIVE CORR/SUMMARY=TOTAL CORR.

    Reliability

    Notes

    Output Created 28-MAY-2013 15:28:39

    Comments

    Input

    Active Dataset DataSet2Filter Weight Split File

    N of Rows in WorkingData File

    24

    Matrix Input

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases UsedStatistics are based on allcases with valid data for allvariables in the procedure.

    Syntax

    RELIABILITY/VARIABLES=Y1.1 Y1.2

    Y1.3 Y1.4 Y1.5 Y1.6 Y1.7Y1.8 Y1.9 Y1.10/SCALE('Variabel Y1

    (Iklim kerja)') ALL/MODEL=ALPHA

    /STATISTICS=DESCRIPTIVE CORR/SUMMARY=TOTAL

    CORR.

    ResourcesProcessor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    [DataSet2]

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    Warnings

    The determinant of the covariance matrix is zero orapproximately zero. Statistics based on its inverse matrix cannotbe computed and they are displayed as system missing values.

    Scale: Variabel Y1 (iklim kerja)

    Case Processing Summary

    N %

    Cases

    Valid 24 100,0

    Excludeda 0 ,0

    Total 24 100,0

    a. Listwise deletion based on all variables inthe procedure.

    Reliability Statistics

    Cronbach'sAlpha

    Cronbach'sAlpha Based

    onStandardized

    Items

    N ofItems

    ,943 ,956 10

    Item Statistics

    Mean Std.Deviation

    N

    Y1.1 4,5417 ,72106 24Y1.2 4,6250 ,82423 24Y1.3 4,8750 ,33783 24Y1.4 4,8333 ,38069 24Y1.5 4,6667 ,76139 24Y1.6 4,8750 ,33783 24Y1.7 4,5000 ,83406 24Y1.8 4,7500 ,60792 24Y1.9 4,6250 ,82423 24Y1.10

    4,7917 ,41485 24

    Inter-Item Correlation Matrix

    Y1.1 Y1.2 Y1.3 Y1.4 Y1.5 Y1.6 Y1.7 Y1.8

    Y1.1 1,000 ,649 ,290 ,343 ,660 ,290 ,542 ,719Y1.2 ,649 1,000 ,605 ,762 ,762 ,605 ,917 ,846Y1.3 ,290 ,605 1,000 ,845 ,845 1,000 ,540 ,688Y1.4 ,343 ,762 ,845 1,000 ,700 ,845 ,685 ,564Y1.5 ,660 ,762 ,845 ,700 1,000 ,845 ,685 ,939Y1.6 ,290 ,605 1,000 ,845 ,845 1,000 ,540 ,688Y1.7 ,542 ,917 ,540 ,685 ,685 ,540 1,000 ,772Y1.8 ,719 ,846 ,688 ,564 ,939 ,688 ,772 1,000Y1.9 ,649 1,000 ,605 ,762 ,762 ,605 ,917 ,846Y1.10

    ,248 ,652 ,737 ,872 ,596 ,737 ,565 ,474

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    Inter-Item Correlation Matrix

    Y1.9 Y1.10

    Y1.1 ,649 ,248Y1.2 1,000 ,652Y1.3 ,605 ,737

    Y1.4 ,762 ,872Y1.5 ,762 ,596Y1.6 ,605 ,737Y1.7 ,917 ,565Y1.8 ,846 ,474Y1.9 1,000 ,652Y1.10 ,652 1,000

    Summary Item Statistics

    Mean Minimum

    Maximum

    Range Maximum /Minimum

    Variance

    Inter-Item Correlations ,686 ,248 1,000 ,752 4,027 ,031

    Summary Item Statistics

    N of Items

    Inter-Item Correlations 10

    Item-Total Statistics

    Scale Mean ifItem Deleted

    ScaleVariance if

    Item Deleted

    CorrectedItem-TotalCorrelation

    SquaredMultiple

    Correlation

    Cronbach'sAlpha if Item

    Deleted

    Y1.1 42,5417 22,259 ,613 . ,946Y1.2 42,4583 19,476 ,934 . ,929

    Y1.3 42,2083 24,346 ,747 . ,942Y1.4 42,2500 23,848 ,795 . ,940Y1.5 42,4167 20,341 ,878 . ,932Y1.6 42,2083 24,346 ,747 . ,942Y1.7 42,5833 19,993 ,839 . ,935Y1.8 42,3333 21,536 ,894 . ,932Y1.9 42,4583 19,476 ,934 . ,929Y1.10

    42,2917 24,042 ,672 . ,943

    NEW FILE.DATASET NAME DataSet3 WINDOW=FRONT.RELIABILITY/VARIABLES=Y2.1 Y2.2 Y2.3 Y2.4 Y2.5 Y2.6 Y2.7 Y2.8 Y2.9 Y2.10

    /SCALE('Variabel Y2. (Profesionalisme guru)') ALL/MODEL=ALPHA/STATISTICS=DESCRIPTIVE CORR/SUMMARY=TOTAL CORR.

    Reliability

    Notes

    Output Created 28-MAY-2013 15:30:22

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    Comments

    Input

    Active Dataset DataSet3Filter Weight Split File N of Rows in WorkingData File

    24

    Matrix Input

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases UsedStatistics are based on allcases with valid data for allvariables in the procedure.

    Syntax

    RELIABILITY/VARIABLES=Y2.1 Y2.2

    Y2.3 Y2.4 Y2.5 Y2.6 Y2.7Y2.8 Y2.9 Y2.10/SCALE('Variabel Y2.

    (Profesionalisme guru)')ALL

    /MODEL=ALPHA/STATISTICS=DESCRIPTIVE CORR/SUMMARY=TOTAL

    CORR.

    ResourcesProcessor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    [DataSet3]

    Warnings

    The determinant of the covariance matrix is zero orapproximately zero. Statistics based on its inverse matrix cannotbe computed and they are displayed as system missing values.

    Scale: Variabel Y2. (profesionalisme guru)

    Case Processing Summary

    N %

    Cases

    Valid 24 100,0

    Excludeda 0 ,0

    Total 24 100,0

    a. Listwise deletion based on all variables inthe procedure.

    Reliability Statistics

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    Cronbach'sAlpha

    Cronbach'sAlpha Based

    onStandardized

    Items

    N ofItems

    ,981 ,990 10

    Item Statistics

    Mean Std.Deviation

    N

    Y2.1 4,8750 ,33783 24Y2.2 4,7917 ,41485 24Y2.3 4,8750 ,33783 24Y2.4 4,8750 ,33783 24Y2.5 4,7500 ,67566 24Y2.6 4,8750 ,33783 24Y2.7 4,8750 ,33783 24Y2.8 4,8750 ,33783 24Y2.9 4,8750 ,33783 24Y2.10

    4,7917 ,41485 24

    Inter-Item Correlation Matrix

    Y2.1 Y2.2 Y2.3 Y2.4 Y2.5 Y2.6 Y2.7 Y2.8

    Y2.1 1,000 ,737 1,000 1,000 1,000 1,000 1,000 1,000Y2.2 ,737 1,000 ,737 ,737 ,737 ,737 ,737 ,737Y2.3 1,000 ,737 1,000 1,000 1,000 1,000 1,000 1,000Y2.4 1,000 ,737 1,000 1,000 1,000 1,000 1,000 1,000Y2.5 1,000 ,737 1,000 1,000 1,000 1,000 1,000 1,000Y2.6 1,000 ,737 1,000 1,000 1,000 1,000 1,000 1,000Y2.7 1,000 ,737 1,000 1,000 1,000 1,000 1,000 1,000

    Y2.8 1,000 ,737 1,000 1,000 1,000 1,000 1,000 1,000Y2.9 1,000 ,737 1,000 1,000 1,000 1,000 1,000 1,000Y2.10

    ,737 1,000 ,737 ,737 ,737 ,737 ,737 ,737

    Inter-Item Correlation Matrix

    Y2.9 Y2.10

    Y2.1 1,000 ,737Y2.2 ,737 1,000Y2.3 1,000 ,737Y2.4 1,000 ,737Y2.5 1,000 ,737Y2.6 1,000 ,737

    Y2.7 1,000 ,737Y2.8 1,000 ,737Y2.9 1,000 ,737Y2.10 ,737 1,000

    Summary Item Statistics

    Mean Minimum

    Maximum

    Range Maximum /Minimum

    Variance

    Inter-Item Correlations ,906 ,737 1,000 ,263 1,357 ,016

    Summary Item Statistics

    N of Items

    Inter-Item Correlations 10

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    Item-Total Statistics

    Scale Mean ifItem Deleted

    ScaleVariance if

    Item Deleted

    CorrectedItem-TotalCorrelation

    SquaredMultiple

    Correlation

    Cronbach'sAlpha if Item

    Deleted

    Y2.1 43,5833 11,297 ,986 . ,977Y2.2 43,6667 11,275 ,791 . ,983Y2.3 43,5833 11,297 ,986 . ,977Y2.4 43,5833 11,297 ,986 . ,977Y2.5 43,7083 9,172 ,983 . ,985Y2.6 43,5833 11,297 ,986 . ,977Y2.7 43,5833 11,297 ,986 . ,977Y2.8 43,5833 11,297 ,986 . ,977Y2.9 43,5833 11,297 ,986 . ,977Y2.10

    43,6667 11,275 ,791 . ,983

    DATASET ACTIVATE DataSet0.

    DATASET CLOSE DataSet3.DATASET ACTIVATE DataSet0.DATASET CLOSE DataSet2.DATASET ACTIVATE DataSet0.DATASET CLOSE DataSet1.NEW FILE.DATASET NAME DataSet4 WINDOW=FRONT.DATASET ACTIVATE DataSet4.DATASET CLOSE DataSet0.NPAR TESTS/K-S(NORMAL)=Variabel_X1 Variabel_Y1/MISSING ANALYSIS.

    NPar Tests

    Notes

    Output Created 28-MAY-2013 15:36:10

    Comments

    Input

    Active Dataset DataSet4Filter

    Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics for each test arebased on all cases withvalid data for thevariable(s) used in thattest.

    Syntax

    NPAR TESTS/K-

    S(NORMAL)=Variabel_X1Variabel_Y1/MISSING ANALYSIS.

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    Resources

    Processor Time 00:00:00,00

    Elapsed Time 00:00:00,03

    Number of CasesAlloweda

    157286

    a. Based on availability of workspace memory.

    [DataSet4]

    One-Sample Kolmogorov-Smirnov Test

    Variabel_X1

    Variabel_Y1

    N 24 24

    Normal Parametersa,bMean 48,2083 47,0833Std.

    Deviation3,58717 5,19127

    Most Extreme DifferencesAbsolute ,462 ,436Positive ,309 ,287Negative -,462 -,436

    Kolmogorov-Smirnov Z 2,265 2,134Asymp. Sig. (2-tailed) ,000 ,000

    a. Test distribution is Normal.b. Calculated from data.

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA

    /CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Variabel_Y1/METHOD=ENTER Variabel_X1/SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:36:48

    Comments

    Input

    Active Dataset DataSet4Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling Definition of Missing User-defined missingvalues are treated asmissing.

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    Cases Used

    Statistics are based oncases with no missingvalues for any variableused.

    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA/CRITERIA=PIN(.05)

    POUT(.10)/NOORIGIN/DEPENDENT

    Variabel_Y1/METHOD=ENTER

    Variabel_X1/SAVE RESID.

    Resources

    Processor Time 00:00:00,05Elapsed Time 00:00:00,06Memory Required 1356 bytesAdditional MemoryRequired for Residual

    Plots

    0 bytes

    Variables Created orModified

    RES_1 Unstandardized Residual

    [DataSet4]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_X1b

    . Enter

    a. Dependent Variable: Variabel_Y1b. All requested variables entered.

    Model Summaryb

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    1 ,564a ,318 ,287 4,38300

    a. Predictors: (Constant), Variabel_X1b. Dependent Variable: Variabel_Y1

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

    1

    Regression 197,198 1 197,198 10,265 ,004b

    Residual 422,635 22 19,211

    Total 619,833 23

    a. Dependent Variable: Variabel_Y1b. Predictors: (Constant), Variabel_X1

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    Coefficientsa

    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) 7,732 12,315 ,628 ,537

    Variabel_X

    1 ,816 ,255 ,564 3,204 ,004

    a. Dependent Variable: Variabel_Y1

    Residuals Statisticsa

    Minimum Maximum

    Mean Std.Deviation

    N

    Predicted Value 39,5668 48,5458 47,0833 2,92811 24

    Residual-

    15,729552,27045 ,00000 4,28666 24

    Std. PredictedValue

    -2,567 ,499 ,000 1,000 24

    Std. Residual -3,589 ,518 ,000 ,978 24

    a. Dependent Variable: Variabel_Y1

    DESCRIPTIVES VARIABLES=Variabel_X1 Variabel_Y1 RES_1/STATISTICS=KURTOSIS SKEWNESS.

    Descriptives

    Notes

    Output Created 28-MAY-2013 15:37:22

    Comments

    Input

    Active Dataset DataSet4Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value HandlingDefinition of Missing

    User defined missing

    values are treated asmissing.

    Cases UsedAll non-missing data areused.

    Syntax

    DESCRIPTIVESVARIABLES=Variabel_X1Variabel_Y1 RES_1/STATISTICS=KURTOSISSKEWNESS.

    ResourcesProcessor Time 00:00:00,02

    Elapsed Time 00:00:00,01

    [DataSet4]

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    Descriptive Statistics

    N Skewness Kurtosis

    Statistic Statistic Std.Error

    Statistic Std.Error

    Variabel_X1 24 -2,337 ,472 3,961 ,918Variabel_Y1 24 -1,834 ,472 2,233 ,918Unstandardized Residual 24 -3,233 ,472 9,790 ,918

    Valid N (listwise) 24

    COMPUTE Abresid=ABS(RES_1).EXECUTE.REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA COLLIN TOL ZPP/CRITERIA=PIN(.05) POUT(.10)

    /NOORIGIN/DEPENDENT Abresid/METHOD=ENTER Variabel_X1/RESIDUALS DURBIN HISTOGRAM(ZRESID)/SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:38:26

    Comments

    Input

    Active Dataset DataSet4Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases UsedStatistics are based oncases with no missingvalues for any variableused.

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    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA COLLINTOL ZPP/CRITERIA=PIN(.05)

    POUT(.10)

    /NOORIGIN/DEPENDENT Abresid/METHOD=ENTER

    Variabel_X1/RESIDUALS DURBIN

    HISTOGRAM(ZRESID)/SAVE RESID.

    Resources

    Processor Time 00:00:02,57Elapsed Time 00:00:02,36Memory Required 1396 bytesAdditional MemoryRequired for ResidualPlots

    328 bytes

    Variables Created or

    Modified

    RES_2 Unstandardized Residual

    [DataSet4]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_X1b . Enter

    a. Dependent Variable: Abresidb. All requested variables entered.

    Model Summaryb

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    Durbin-Watson

    1 ,155a ,024 -,020 3,57490 2,233

    a. Predictors: (Constant), Variabel_X1b. Dependent Variable: Abresid

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

    1

    Regression 6,964 1 6,964 ,545 ,468b

    Residual 281,159 22 12,780

    Total 288,123 23

    a. Dependent Variable: Abresidb. Predictors: (Constant), Variabel_X1

    Coefficientsa

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    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) -5,028 10,044 -,501 ,622

    Variabel_X1

    ,153 ,208 ,155 ,738 ,468

    Coefficientsa

    Model Correlations Collinearity Statistics

    Zero-order Partial Part Tolerance VIF

    1(Constant)

    Variabel_X1 ,155 ,155 ,155 1,000 1,000

    a. Dependent Variable: Abresid

    Collinearity Diagnosticsa

    Model

    Dimension Eigenvalue

    ConditionIndex

    Variance Proportions(Constant

    )Variabel_X

    1

    11 1,997 1,000 ,00 ,00

    2 ,003 27,493 1,00 1,00

    a. Dependent Variable: Abresid

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value ,9548 2,6423 2,3674 ,55028 24Residual -1,21841 13,24069 ,00000 3,49633 24Std. PredictedValue

    -2,567 ,499 ,000 1,000 24

    Std. Residual -,341 3,704 ,000 ,978 24

    a. Dependent Variable: Abresid

    Charts

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    NEW FILE.DATASET NAME DataSet5 WINDOW=FRONT.NPAR TESTS/K-S(NORMAL)=Variabel_X1 Variabel_Y2/MISSING ANALYSIS.

    NPar Tests

    Notes

    Output Created 28-MAY-2013 15:40:36

    Comments

    Input

    Active Dataset DataSet5Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling Definition of Missing User-defined missing

    values are treated asmissing.

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    Cases Used

    Statistics for each test arebased on all cases withvalid data for thevariable(s) used in thattest.

    Syntax

    NPAR TESTS/K-

    S(NORMAL)=Variabel_X1Variabel_Y2/MISSING ANALYSIS.

    Resources

    Processor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    Number of CasesAlloweda

    157286

    a. Based on availability of workspace memory.

    [DataSet5]

    One-Sample Kolmogorov-Smirnov Test

    Variabel_X1

    Variabel_Y2

    N 24 24

    Normal Parametersa,bMean 48,2083 48,4583Std.Deviation

    3,58717 3,69464

    Most Extreme DifferencesAbsolute ,462 ,453Positive ,309 ,338Negative -,462 -,453

    Kolmogorov-Smirnov Z 2,265 2,221Asymp. Sig. (2-tailed) ,000 ,000

    a. Test distribution is Normal.b. Calculated from data.

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA/CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Variabel_Y2/METHOD=ENTER Variabel_X1

    /SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:41:11

    CommentsInput Active Dataset DataSet5Filter

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    Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics are based oncases with no missingvalues for any variableused.

    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA/CRITERIA=PIN(.05)

    POUT(.10)/NOORIGIN/DEPENDENT

    Variabel_Y2/METHOD=ENTER

    Variabel_X1/SAVE RESID.

    Resources

    Processor Time 00:00:00,06Elapsed Time 00:00:00,07Memory Required 1356 bytesAdditional MemoryRequired for ResidualPlots

    0 bytes

    Variables Created orModified

    RES_1 Unstandardized Residual

    [DataSet5]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_X1b . Enter

    a. Dependent Variable: Variabel_Y2b. All requested variables entered.

    Model Summary

    b

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    1 ,986a ,973 ,972 ,61879

    a. Predictors: (Constant), Variabel_X1b. Dependent Variable: Variabel_Y2

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

    1 Regression 305,535 1 305,535 797,952 ,000b

    Residual 8,424 22 ,383

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    Total 313,958 23

    a. Dependent Variable: Variabel_Y2b. Predictors: (Constant), Variabel_X1

    Coefficientsa

    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) -,524 1,739 -,301 ,766

    Variabel_X1

    1,016 ,036 ,986 28,248 ,000

    a. Dependent Variable: Variabel_Y2

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value 39,1022 50,2788 48,4583 3,64474 24Residual -1,26271 ,73729 ,00000 ,60519 24Std. PredictedValue

    -2,567 ,499 ,000 1,000 24

    Std. Residual -2,041 1,192 ,000 ,978 24

    a. Dependent Variable: Variabel_Y2

    DESCRIPTIVES VARIABLES=Variabel_X1 Variabel_Y2 RES_1/STATISTICS=KURTOSIS SKEWNESS.

    Descriptives

    Notes

    Output Created 28-MAY-2013 15:41:33

    Comments

    Input

    Active Dataset DataSet5Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value HandlingDefinition of Missing

    User defined missingvalues are treated asmissing.

    Cases UsedAll non-missing data areused.

    Syntax

    DESCRIPTIVESVARIABLES=Variabel_X1Variabel_Y2 RES_1/STATISTICS=KURTOSISSKEWNESS.

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    ResourcesProcessor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    [DataSet5]

    Descriptive Statistics

    N Skewness Kurtosis

    Statistic Statistic Std.Error

    Statistic Std.Error

    Variabel_X1 24 -2,337 ,472 3,961 ,918Variabel_Y2 24 -2,322 ,472 3,873 ,918Unstandardized Residual 24 -,227 ,472 -,272 ,918

    Valid N (listwise) 24

    COMPUTE Abresid=ABS(RES_1).EXECUTE.REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA COLLIN TOL ZPP/CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Abresid/METHOD=ENTER Variabel_X1/RESIDUALS DURBIN HISTOGRAM(ZRESID)/SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:42:28

    Comments

    Input

    Active Dataset DataSet5Filter Weight

    Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics are based oncases with no missingvalues for any variableused.

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    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA COLLINTOL ZPP/CRITERIA=PIN(.05)

    POUT(.10)

    /NOORIGIN/DEPENDENT Abresid/METHOD=ENTER

    Variabel_X1/RESIDUALS DURBIN

    HISTOGRAM(ZRESID)/SAVE RESID.

    Resources

    Processor Time 00:00:00,42Elapsed Time 00:00:00,39Memory Required 1396 bytesAdditional MemoryRequired for ResidualPlots

    328 bytes

    Variables Created or

    Modified

    RES_2 Unstandardized Residual

    [DataSet5]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_X1b . Enter

    a. Dependent Variable: Abresidb. All requested variables entered.

    Model Summaryb

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    Durbin-Watson

    1 ,335a ,112 ,072 ,32548 1,806

    a. Predictors: (Constant), Variabel_X1b. Dependent Variable: Abresid

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

    1

    Regression ,295 1 ,295 2,782 ,110b

    Residual 2,331 22 ,106

    Total 2,625 23

    a. Dependent Variable: Abresidb. Predictors: (Constant), Variabel_X1

    Coefficientsa

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    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) -1,030 ,914 -1,126 ,272

    Variabel_X1

    ,032 ,019 ,335 1,668 ,110

    Coefficientsa

    Model Correlations Collinearity Statistics

    Zero-order Partial Part Tolerance VIF

    1(Constant)

    Variabel_X1 ,335 ,335 ,335 1,000 1,000

    a. Dependent Variable: Abresid

    Collinearity Diagnosticsa

    Model

    Dimension Eigenvalue

    ConditionIndex

    Variance Proportions(Constant

    )Variabel_X

    1

    11 1,997 1,000 ,00 ,00

    2 ,003 27,493 1,00 1,00

    a. Dependent Variable: Abresid

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value ,2010 ,5481 ,4915 ,11319 24Residual -,26931 ,74620 ,00000 ,31833 24Std. PredictedValue

    -2,567 ,499 ,000 1,000 24

    Std. Residual -,827 2,293 ,000 ,978 24

    a. Dependent Variable: Abresid

    Charts

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    DATASET ACTIVATE DataSet5.DATASET CLOSE DataSet4.NEW FILE.DATASET NAME DataSet6 WINDOW=FRONT.DATASET ACTIVATE DataSet6.DATASET CLOSE DataSet5.NPAR TESTS/K-S(NORMAL)=Variabel_X2 Variabel_Y1/MISSING ANALYSIS.

    NPar Tests

    Notes

    Output Created 28-MAY-2013 15:44:24

    Comments

    Input Active Dataset DataSet6Filter Weight Split File

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    N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics for each test arebased on all cases with

    valid data for thevariable(s) used in thattest.

    Syntax

    NPAR TESTS/K-

    S(NORMAL)=Variabel_X2Variabel_Y1/MISSING ANALYSIS.

    Resources

    Processor Time 00:00:00,02

    Elapsed Time 00:00:00,01

    Number of CasesAlloweda

    157286

    a. Based on availability of workspace memory.

    [DataSet6]

    One-Sample Kolmogorov-Smirnov Test

    Variabel_X2

    Variabel_Y1

    N 24 24

    Normal Parametersa,bMean 46,2083 47,0833Std.Deviation 6,10046 5,19127

    Most Extreme DifferencesAbsolute ,385 ,436Positive ,267 ,287Negative -,385 -,436

    Kolmogorov-Smirnov Z 1,885 2,134Asymp. Sig. (2-tailed) ,002 ,000

    a. Test distribution is Normal.b. Calculated from data.

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA

    /CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Variabel_Y1/METHOD=ENTER Variabel_X2/SAVE RESID.

    Regression

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    Notes

    Output Created 28-MAY-2013 15:44:44

    Comments

    Input

    Active Dataset DataSet6Filter Weight

    Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics are based oncases with no missingvalues for any variableused.

    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA/CRITERIA=PIN(.05)

    POUT(.10)/NOORIGIN/DEPENDENT

    Variabel_Y1/METHOD=ENTER

    Variabel_X2/SAVE RESID.

    Resources

    Processor Time 00:00:00,03Elapsed Time 00:00:00,04Memory Required 1356 bytesAdditional MemoryRequired for ResidualPlots

    0 bytes

    Variables Created or

    ModifiedRES_1 Unstandardized Residual

    [DataSet6]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_X2b . Enter

    a. Dependent Variable: Variabel_Y1b. All requested variables entered.

    Model Summaryb

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    1 ,695a ,484 ,460 3,81398

    a. Predictors: (Constant), Variabel_X2b. Dependent Variable: Variabel_Y1

    ANOVAa

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    Model Sum of Squares

    df MeanSquare

    F Sig.

    1

    Regression 299,812 1 299,812 20,611 ,000b

    Residual 320,021 22 14,546

    Total 619,833 23

    a. Dependent Variable: Variabel_Y1b. Predictors: (Constant), Variabel_X2

    Coefficientsa

    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) 19,736 6,074 3,249 ,004

    Variabel_X2

    ,592 ,130 ,695 4,540 ,000

    a. Dependent Variable: Variabel_Y1

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value 38,6744 49,3274 47,0833 3,61044 24Residual -6,67439 10,32561 ,00000 3,73014 24Std. PredictedValue

    -2,329 ,622 ,000 1,000 24

    Std. Residual -1,750 2,707 ,000 ,978 24

    a. Dependent Variable: Variabel_Y1

    DESCRIPTIVES VARIABLES=Variabel_X2 Variabel_Y1 RES_1/STATISTICS=KURTOSIS SKEWNESS.

    Descriptives

    Notes

    Output Created 28-MAY-2013 15:45:08

    Comments

    Input

    Active Dataset DataSet6Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value HandlingDefinition of Missing

    User defined missingvalues are treated asmissing.

    Cases UsedAll non-missing data areused.

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    Syntax

    DESCRIPTIVESVARIABLES=Variabel_X2Variabel_Y1 RES_1/STATISTICS=KURTOSISSKEWNESS.

    Resources

    Processor Time 00:00:00,02

    Elapsed Time 00:00:00,02

    [DataSet6]

    Descriptive Statistics

    N Skewness Kurtosis

    Statistic Statistic Std.Error

    Statistic Std.Error

    Variabel_X2 24 -1,424 ,472 ,658 ,918Variabel_Y1 24 -1,834 ,472 2,233 ,918Unstandardized Residual 24 ,826 ,472 2,656 ,918

    Valid N (listwise) 24

    COMPUTE Abresid=ABS(RES_1).EXECUTE.REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA COLLIN TOL ZPP/CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Abresid

    /METHOD=ENTER Variabel_X2/RESIDUALS DURBIN HISTOGRAM(ZRESID)/SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:46:09

    Comments

    Input

    Active Dataset DataSet6Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics are based oncases with no missing

    values for any variableused.

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    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA COLLINTOL ZPP/CRITERIA=PIN(.05)

    POUT(.10)

    /NOORIGIN/DEPENDENT Abresid/METHOD=ENTER

    Variabel_X2/RESIDUALS DURBIN

    HISTOGRAM(ZRESID)/SAVE RESID.

    Resources

    Processor Time 00:00:00,41Elapsed Time 00:00:00,33Memory Required 1396 bytesAdditional MemoryRequired for ResidualPlots

    328 bytes

    Variables Created or

    Modified

    RES_2 Unstandardized Residual

    [DataSet6]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_X2b . Enter

    a. Dependent Variable: Abresidb. All requested variables entered.

    Model Summaryb

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    Durbin-Watson

    1 ,937a ,877 ,872 1,06511 1,983

    a. Predictors: (Constant), Variabel_X2b. Dependent Variable: Abresid

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

    1

    Regression 178,231 1 178,231 157,106 ,000b

    Residual 24,958 22 1,134

    Total 203,189 23

    a. Dependent Variable: Abresidb. Predictors: (Constant), Variabel_X2

    Coefficientsa

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    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) 23,292 1,696 13,732 ,000

    Variabel_X2

    -,456 ,036 -,937 -12,534 ,000

    Coefficientsa

    Model Correlations Collinearity Statistics

    Zero-order Partial Part Tolerance VIF

    1(Constant)

    Variabel_X2 -,937 -,937 -,937 1,000 1,000

    a. Dependent Variable: Abresid

    Collinearity Diagnosticsa

    Model

    Dimension Eigenvalue

    ConditionIndex

    Variance Proportions(Constant

    )Variabel_X

    2

    11 1,992 1,000 ,00 ,00

    2 ,008 15,539 1,00 1,00

    a. Dependent Variable: Abresid

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value ,4762 8,6898 2,2064 2,78373 24Residual -2,01545 2,51417 ,00000 1,04170 24Std. PredictedValue

    -,622 2,329 ,000 1,000 24

    Std. Residual -1,892 2,360 ,000 ,978 24

    a. Dependent Variable: Abresid

    Charts

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    NEW FILE.DATASET NAME DataSet7 WINDOW=FRONT.DATASET ACTIVATE DataSet7.DATASET CLOSE DataSet6.NPAR TESTS/K-S(NORMAL)=Variabel_X2 Variabel_Y2/MISSING ANALYSIS.

    NPar Tests

    Notes

    Output Created 28-MAY-2013 15:49:16

    Comments

    Input

    Active Dataset DataSet7Filter Weight Split File N of Rows in Working

    Data File 24

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    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics for each test arebased on all cases withvalid data for thevariable(s) used in that

    test.

    Syntax

    NPAR TESTS/K-

    S(NORMAL)=Variabel_X2Variabel_Y2/MISSING ANALYSIS.

    Resources

    Processor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    Number of CasesAlloweda

    157286

    a. Based on availability of workspace memory.

    [DataSet7]

    One-Sample Kolmogorov-Smirnov Test

    Variabel_X2

    Variabel_Y2

    N 24 24

    Normal Parametersa,bMean 46,2083 48,4583Std.Deviation

    6,10046 3,69464

    Most Extreme DifferencesAbsolute ,385 ,453Positive ,267 ,338Negative -,385 -,453

    Kolmogorov-Smirnov Z 1,885 2,221Asymp. Sig. (2-tailed) ,002 ,000

    a. Test distribution is Normal.b. Calculated from data.

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA/CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Variabel_Y2/METHOD=ENTER Variabel_X2/SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:49:32

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    Comments

    Input

    Active Dataset DataSet7Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics are based oncases with no missingvalues for any variableused.

    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA/CRITERIA=PIN(.05)

    POUT(.10)/NOORIGIN

    /DEPENDENTVariabel_Y2/METHOD=ENTER

    Variabel_X2/SAVE RESID.

    Resources

    Processor Time 00:00:00,05Elapsed Time 00:00:00,06Memory Required 1356 bytesAdditional MemoryRequired for ResidualPlots

    0 bytes

    Variables Created orModified

    RES_1 Unstandardized Residual

    [DataSet7]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_X2b . Enter

    a. Dependent Variable: Variabel_Y2b. All requested variables entered.

    Model Summaryb

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    1 ,399a ,159 ,121 3,46436

    a. Predictors: (Constant), Variabel_X2b. Dependent Variable: Variabel_Y2

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

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    1

    Regression 49,919 1 49,919 4,159 ,054b

    Residual 264,040 22 12,002

    Total 313,958 23

    a. Dependent Variable: Variabel_Y2

    b. Predictors: (Constant), Variabel_X2

    Coefficientsa

    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) 37,299 5,517 6,761 ,000

    Variabel_X2

    ,241 ,118 ,399 2,039 ,054

    a. Dependent Variable: Variabel_Y2

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value 45,0271 49,3740 48,4583 1,47322 24Residual -8,68354 3,76542 ,00000 3,38821 24Std. PredictedValue

    -2,329 ,622 ,000 1,000 24

    Std. Residual -2,507 1,087 ,000 ,978 24

    a. Dependent Variable: Variabel_Y2

    DESCRIPTIVES VARIABLES=Variabel_X2 Variabel_Y2 RES_1/STATISTICS=KURTOSIS SKEWNESS.

    Descriptives

    Notes

    Output Created 28-MAY-2013 15:49:58

    Comments

    Input

    Active Dataset DataSet7Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value HandlingDefinition of Missing

    User defined missingvalues are treated asmissing.

    Cases UsedAll non-missing data areused.

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    Syntax

    DESCRIPTIVESVARIABLES=Variabel_X2Variabel_Y2 RES_1/STATISTICS=KURTOSISSKEWNESS.

    Resources

    Processor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    [DataSet7]

    Descriptive Statistics

    N Skewness Kurtosis

    Statistic Statistic Std.Error

    Statistic Std.Error

    Variabel_X2 24 -1,424 ,472 ,658 ,918Variabel_Y2 24 -2,322 ,472 3,873 ,918Unstandardized Residual 24 -1,942 ,472 3,117 ,918

    Valid N (listwise) 24

    COMPUTE Abresid=ABS(RES_1).EXECUTE.REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA COLLIN TOL ZPP/CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Abresid

    /METHOD=ENTER Variabel_X2/RESIDUALS DURBIN HISTOGRAM(ZRESID)/SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:50:55

    Comments

    Input

    Active Dataset DataSet7Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics are based oncases with no missing

    values for any variableused.

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    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA COLLINTOL ZPP/CRITERIA=PIN(.05)

    POUT(.10)

    /NOORIGIN/DEPENDENT Abresid/METHOD=ENTER

    Variabel_X2/RESIDUALS DURBIN

    HISTOGRAM(ZRESID)/SAVE RESID.

    Resources

    Processor Time 00:00:00,41Elapsed Time 00:00:00,37Memory Required 1396 bytesAdditional MemoryRequired for ResidualPlots

    328 bytes

    Variables Created or

    Modified

    RES_2 Unstandardized Residual

    [DataSet7]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_X2b . Enter

    a. Dependent Variable: Abresidb. All requested variables entered.

    Model Summaryb

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    Durbin-Watson

    1 ,614a ,377 ,348 2,12343 2,100

    a. Predictors: (Constant), Variabel_X2b. Dependent Variable: Abresid

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

    1

    Regression 59,969 1 59,969 13,300 ,001b

    Residual 99,197 22 4,509

    Total 159,166 23

    a. Dependent Variable: Abresidb. Predictors: (Constant), Variabel_X2

    Coefficientsa

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    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) 14,321 3,382 4,235 ,000

    Variabel_X2

    -,265 ,073 -,614 -3,647 ,001

    Coefficientsa

    Model Correlations Collinearity Statistics

    Zero-order Partial Part Tolerance VIF

    1(Constant)

    Variabel_X2 -,614 -,614 -,614 1,000 1,000

    a. Dependent Variable: Abresid

    Collinearity Diagnosticsa

    Model

    Dimension Eigenvalue

    ConditionIndex

    Variance Proportions(Constant

    )Variabel_X

    2

    11 1,992 1,000 ,00 ,00

    2 ,008 15,539 1,00 1,00

    a. Dependent Variable: Abresid

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value 1,0868 5,8512 2,0904 1,61473 24Residual -2,87832 5,74394 ,00000 2,07675 24Std. PredictedValue

    -,622 2,329 ,000 1,000 24

    Std. Residual -1,356 2,705 ,000 ,978 24

    a. Dependent Variable: Abresid

    Charts

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    NEW FILE.DATASET NAME DataSet8 WINDOW=FRONT.NPAR TESTS/K-S(NORMAL)=Variabel_X Variabel_Y/MISSING ANALYSIS.

    NPar Tests

    Notes

    Output Created 28-MAY-2013 15:52:54

    Comments

    Input

    Active Dataset DataSet8Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling Definition of Missing User-defined missing

    values are treated asmissing.

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    Cases Used

    Statistics for each test arebased on all cases withvalid data for thevariable(s) used in thattest.

    Syntax

    NPAR TESTS/K-

    S(NORMAL)=Variabel_XVariabel_Y/MISSING ANALYSIS.

    Resources

    Processor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    Number of CasesAlloweda

    157286

    a. Based on availability of workspace memory.

    [DataSet8]

    One-Sample Kolmogorov-Smirnov Test

    Variabel_X

    Variabel_Y

    N 24 24

    Normal Parametersa,bMean 94,4167 95,5417Std.Deviation

    7,95595 8,01075

    Most Extreme DifferencesAbsolute ,382 ,417Positive ,241 ,289Negative -,382 -,417

    Kolmogorov-Smirnov Z 1,872 2,043Asymp. Sig. (2-tailed) ,002 ,000

    a. Test distribution is Normal.b. Calculated from data.

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA/CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Variabel_Y/METHOD=ENTER Variabel_X

    /SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:53:14

    CommentsInput Active Dataset DataSet8Filter

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    Weight Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics are based oncases with no missingvalues for any variableused.

    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA/CRITERIA=PIN(.05)

    POUT(.10)/NOORIGIN/DEPENDENT

    Variabel_Y/METHOD=ENTER

    Variabel_X/SAVE RESID.

    Resources

    Processor Time 00:00:00,11Elapsed Time 00:00:00,12Memory Required 1356 bytesAdditional MemoryRequired for ResidualPlots

    0 bytes

    Variables Created orModified

    RES_1 Unstandardized Residual

    [DataSet8]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_Xb . Enter

    a. Dependent Variable: Variabel_Yb. All requested variables entered.

    Model Summary

    b

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    1 ,857a ,734 ,722 4,22697

    a. Predictors: (Constant), Variabel_Xb. Dependent Variable: Variabel_Y

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

    1 Regression 1082,878 1 1082,878 60,607 ,000b

    Residual 393,081 22 17,867

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    Total 1475,958 23

    a. Dependent Variable: Variabel_Yb. Predictors: (Constant), Variabel_X

    Coefficientsa

    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) 14,112 10,495 1,345 ,192

    Variabel_X

    ,862 ,111 ,857 7,785 ,000

    a. Dependent Variable: Variabel_Y

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value 83,1080 100,3570 95,5417 6,86161 24Residual -6,83291 13,02954 ,00000 4,13406 24Std. PredictedValue

    -1,812 ,702 ,000 1,000 24

    Std. Residual -1,617 3,082 ,000 ,978 24

    a. Dependent Variable: Variabel_Y

    DESCRIPTIVES VARIABLES=Variabel_X Variabel_Y RES_1/STATISTICS=KURTOSIS SKEWNESS.

    Descriptives

    Notes

    Output Created 28-MAY-2013 15:53:35

    Comments

    Input

    Active Dataset DataSet8Filter Weight Split File N of Rows in WorkingData File

    24

    Missing Value HandlingDefinition of Missing

    User defined missingvalues are treated asmissing.

    Cases UsedAll non-missing data areused.

    Syntax

    DESCRIPTIVESVARIABLES=Variabel_XVariabel_Y RES_1/STATISTICS=KURTOSISSKEWNESS.

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    ResourcesProcessor Time 00:00:00,00

    Elapsed Time 00:00:00,01

    [DataSet8]

    Descriptive Statistics

    N Skewness Kurtosis

    Statistic Statistic Std.Error

    Statistic Std.Error

    Variabel_X 24 -1,075 ,472 -,726 ,918Variabel_Y 24 -1,629 ,472 ,908 ,918Unstandardized Residual 24 1,971 ,472 5,444 ,918

    Valid N (listwise) 24

    COMPUTE Abresid=ABS(RES_1).EXECUTE.REGRESSION/MISSING LISTWISE/STATISTICS COEFF OUTS R ANOVA COLLIN TOL ZPP/CRITERIA=PIN(.05) POUT(.10)/NOORIGIN/DEPENDENT Abresid/METHOD=ENTER Variabel_X/RESIDUALS DURBIN HISTOGRAM(ZRESID)/SAVE RESID.

    Regression

    Notes

    Output Created 28-MAY-2013 15:54:54

    Comments

    Input

    Active Dataset DataSet8Filter Weight

    Split File N of Rows in WorkingData File

    24

    Missing Value Handling

    Definition of MissingUser-defined missingvalues are treated asmissing.

    Cases Used

    Statistics are based oncases with no missingvalues for any variableused.

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    Syntax

    REGRESSION/MISSING LISTWISE/STATISTICS COEFF

    OUTS R ANOVA COLLINTOL ZPP/CRITERIA=PIN(.05)

    POUT(.10)

    /NOORIGIN/DEPENDENT Abresid/METHOD=ENTER

    Variabel_X/RESIDUALS DURBIN

    HISTOGRAM(ZRESID)/SAVE RESID.

    Resources

    Processor Time 00:00:00,39Elapsed Time 00:00:00,32Memory Required 1396 bytesAdditional MemoryRequired for ResidualPlots

    328 bytes

    Variables Created or

    Modified

    RES_2 Unstandardized Residual

    [DataSet8]

    Variables Entered/Removeda

    Model

    VariablesEntered

    VariablesRemoved

    Method

    1 Variabel_Xb . Enter

    a. Dependent Variable: Abresidb. All requested variables entered.

    Model Summaryb

    Model

    R RSquare

    Adjusted RSquare

    Std. Error ofthe Estimate

    Durbin-Watson

    1 ,774a ,599 ,581 2,26629 2,012

    a. Predictors: (Constant), Variabel_Xb. Dependent Variable: Abresid

    ANOVAa

    Model Sum of Squares

    df MeanSquare

    F Sig.

    1

    Regression 168,619 1 168,619 32,830 ,000b

    Residual 112,994 22 5,136

    Total 281,612 23

    a. Dependent Variable: Abresidb. Predictors: (Constant), Variabel_X

    Coefficientsa

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    Model Unstandardized Coefficients StandardizedCoefficients

    t Sig.

    B Std. Error Beta

    1

    (Constant) 34,288 5,627 6,093 ,000

    Variabel_X

    -,340 ,059 -,774 -5,730 ,000

    Coefficientsa

    Model Correlations Collinearity Statistics

    Zero-order Partial Part Tolerance VIF

    1(Constant)

    Variabel_X -,774 -,774 -,774 1,000 1,000

    a. Dependent Variable: Abresid

    Collinearity Diagnosticsa

    Model

    Dimension Eigenvalue

    ConditionIndex

    Variance Proportions(Constant

    )Variabel_

    X

    11 1,997 1,000 ,00 ,00

    2 ,003 24,287 1,00 1,00

    a. Dependent Variable: Abresid

    Residuals Statisticsa

    Minimum

    Maximum

    Mean Std.Deviation

    N

    Predicted Value ,2550 7,0615 2,1551 2,70763 24Residual -3,95349 6,30836 ,00000 2,21648 24Std. PredictedValue

    -,702 1,812 ,000 1,000 24

    Std. Residual -1,744 2,784 ,000 ,978 24

    a. Dependent Variable: Abresid

    Charts

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