SPSS SDN PANDAN Epidemiological study on caries prevalence at SDN Pandan
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GET FILE='C:\Users\Prevy Anirtha\Documents\SDN
PANDAN.sav'.DATASET NAME DataSet1 WINDOW=FRONT.CROSSTABS
/TABLES=DMF_NOM BY SusGi /FORMAT=AVALUE TABLES /STATISTICS=CHISQ CC
CORR CMH(1) /CELLS=COUNT TOTAL /COUNT ROUND
CELL.CrosstabsNotesOutput Created07-APR-2015
14:52:28CommentsInputDataC:\Users\Prevy Anirtha\Documents\SDN
PANDAN.savActive DatasetDataSet1FilterWeightSplit FileN of Rows in
Working Data File117Missing Value HandlingDefinition of
MissingUser-defined missing values are treated as missing.Cases
UsedStatistics for each table are based on all the cases with valid
data in the specified range(s) for all variables in each
table.SyntaxCROSSTABS /TABLES=DMF_NOM BY SusGi /FORMAT=AVALUE
TABLES /STATISTICS=CHISQ CC CORR CMH(1) /CELLS=COUNT TOTAL /COUNT
ROUND CELL.ResourcesProcessor Time00:00:00.03Elapsed
Time00:00:00.09Dimensions Requested2Cells Available174762[DataSet1]
C:\Users\Prevy Anirtha\Documents\SDN PANDAN.savCase Processing
SummaryCasesValidMissingTotalNPercentNPercentNPercentDMF+def *
Susunan geligi11094.0%76.0%117100.0%DMF+def * Susunan geligi
CrosstabulationSusunan
geligiTotalnormalberdesakanDMF+defmeanCount223052% of
Total20.0%27.3%47.3%TotalCount5852110% of
Total52.7%47.3%100.0%Chi-Square TestsValuedfAsymp. Sig.
(2-sided)Exact Sig. (2-sided)Exact Sig. (1-sided)Pearson
Chi-Square4.296a1.038Continuity Correctionb3.5391.060Likelihood
Ratio4.3211.038Fisher's Exact Test.055.030Linear-by-Linear
Association4.2571.039N of Valid Cases110a. 0 cells (0.0%) have
expected count less than 5. The minimum expected count is 24.58.b.
Computed only for a 2x2 tableSymmetric MeasuresValueAsymp. Std.
ErroraApprox. TbApprox. Sig.Nominal by NominalContingency
Coefficient.194.038Interval by IntervalPearson's
R.198.0942.095.039cOrdinal by OrdinalSpearman
Correlation.198.0942.095.039cN of Valid Cases110a. Not assuming the
null hypothesis.b. Using the asymptotic standard error assuming the
null hypothesis.c. Based on normal approximation.Tests of
Homogeneity of the Odds RatioChi-SquareddfAsymp. Sig.
(2-sided)Breslow-Day.0000.Tarone's.0000.Tests of Conditional
IndependenceChi-SquareddfAsymp. Sig.
(2-sided)Cochran's4.2961.038Mantel-Haenszel3.5071.061Under the
conditional independence assumption, Cochran's statistic is
asymptotically distributed as a 1 df chi-squared distribution, only
if the number of strata is fixed, while the Mantel-Haenszel
statistic is always asymptotically distributed as a 1 df
chi-squared distribution. Note that the continuity correction is
removed from the Mantel-Haenszel statistic when the sum of the
differences between the observed and the expected is
0.Mantel-Haenszel Common Odds Ratio
EstimateEstimate2.231ln(Estimate).803Std. Error of
ln(Estimate).390Asymp. Sig. (2-sided).040Asymp. 95% Confidence
IntervalCommon Odds RatioLower Bound1.039Upper Bound4.791ln(Common
Odds Ratio)Lower Bound.038Upper Bound1.567The Mantel-Haenszel
common odds ratio estimate is asymptotically normally distributed
under the common odds ratio of 1.000 assumption. So is the natural
log of the estimate.CROSSTABS /TABLES=DMF_NOM BY PHP_NOM
/FORMAT=AVALUE TABLES /STATISTICS=CHISQ CC CORR CMH(1) /CELLS=COUNT
TOTAL /COUNT ROUND CELL.CrosstabsNotesOutput Created07-APR-2015
14:52:47CommentsInputDataC:\Users\Prevy Anirtha\Documents\SDN
PANDAN.savActive DatasetDataSet1FilterWeightSplit FileN of Rows in
Working Data File117Missing Value HandlingDefinition of
MissingUser-defined missing values are treated as missing.Cases
UsedStatistics for each table are based on all the cases with valid
data in the specified range(s) for all variables in each
table.SyntaxCROSSTABS /TABLES=DMF_NOM BY PHP_NOM /FORMAT=AVALUE
TABLES /STATISTICS=CHISQ CC CORR CMH(1) /CELLS=COUNT TOTAL /COUNT
ROUND CELL.ResourcesProcessor Time00:00:00.03Elapsed
Time00:00:00.12Dimensions Requested2Cells Available174762[DataSet1]
C:\Users\Prevy Anirtha\Documents\SDN PANDAN.savCase Processing
SummaryCasesValidMissingTotalNPercentNPercentNPercentDMF+def *
PHP11094.0%76.0%117100.0%DMF+def * PHP
CrosstabulationPHPTotal4.6DMF+defmeanCount94352% of
Total8.2%39.1%47.3%TotalCount4961110% of
Total44.5%55.5%100.0%Chi-Square TestsValuedfAsymp. Sig.
(2-sided)Exact Sig. (2-sided)Exact Sig. (1-sided)Pearson
Chi-Square29.619a1.000Continuity Correctionb27.5651.000Likelihood
Ratio31.4171.000Fisher's Exact Test.000.000Linear-by-Linear
Association29.3501.000N of Valid Cases110a. 0 cells (0.0%) have
expected count less than 5. The minimum expected count is 23.16.b.
Computed only for a 2x2 tableSymmetric MeasuresValueAsymp. Std.
ErroraApprox. TbApprox. Sig.Nominal by NominalContingency
Coefficient.461.000Interval by IntervalPearson's
R.519.0806.308.000cOrdinal by OrdinalSpearman
Correlation.519.0806.308.000cN of Valid Cases110a. Not assuming the
null hypothesis.b. Using the asymptotic standard error assuming the
null hypothesis.c. Based on normal approximation.Tests of
Homogeneity of the Odds RatioChi-SquareddfAsymp. Sig.
(2-sided)Breslow-Day.0000.Tarone's.0000.Tests of Conditional
IndependenceChi-SquareddfAsymp. Sig.
(2-sided)Cochran's29.6191.000Mantel-Haenszel27.3141.000Under the
conditional independence assumption, Cochran's statistic is
asymptotically distributed as a 1 df chi-squared distribution, only
if the number of strata is fixed, while the Mantel-Haenszel
statistic is always asymptotically distributed as a 1 df
chi-squared distribution. Note that the continuity correction is
removed from the Mantel-Haenszel statistic when the sum of the
differences between the observed and the expected is
0.Mantel-Haenszel Common Odds Ratio
EstimateEstimate10.617ln(Estimate)2.362Std. Error of
ln(Estimate).464Asymp. Sig. (2-sided).000Asymp. 95% Confidence
IntervalCommon Odds RatioLower Bound4.280Upper Bound26.341ln(Common
Odds Ratio)Lower Bound1.454Upper Bound3.271The Mantel-Haenszel
common odds ratio estimate is asymptotically normally distributed
under the common odds ratio of 1.000 assumption. So is the natural
log of the estimate.CROSSTABS /TABLES=DMF_NOM BY TekGosgi
/FORMAT=AVALUE TABLES /STATISTICS=CHISQ CC CORR CMH(1) /CELLS=COUNT
TOTAL /COUNT ROUND CELL.CrosstabsNotesOutput Created07-APR-2015
14:53:08CommentsInputDataC:\Users\Prevy Anirtha\Documents\SDN
PANDAN.savActive DatasetDataSet1FilterWeightSplit FileN of Rows in
Working Data File117Missing Value HandlingDefinition of
MissingUser-defined missing values are treated as missing.Cases
UsedStatistics for each table are based on all the cases with valid
data in the specified range(s) for all variables in each
table.SyntaxCROSSTABS /TABLES=DMF_NOM BY TekGosgi /FORMAT=AVALUE
TABLES /STATISTICS=CHISQ CC CORR CMH(1) /CELLS=COUNT TOTAL /COUNT
ROUND CELL.ResourcesProcessor Time00:00:00.06Elapsed
Time00:00:00.11Dimensions Requested2Cells Available174762[DataSet1]
C:\Users\Prevy Anirtha\Documents\SDN PANDAN.savCase Processing
SummaryCasesValidMissingTotalNPercentNPercentNPercentDMF+def *
Teknik gosok gigi11094.0%76.0%117100.0%DMF+def * Teknik gosok gigi
CrosstabulationTeknik gosok
gigiTotalvertikal/horizontalroll/kombinasiDMF+defmeanCount292352%
of Total26.4%20.9%47.3%TotalCount6248110% of
Total56.4%43.6%100.0%Chi-Square TestsValuedfAsymp. Sig.
(2-sided)Exact Sig. (2-sided)Exact Sig. (1-sided)Pearson
Chi-Square.014a1.905Continuity Correctionb.00011.000Likelihood
Ratio.0141.905Fisher's Exact Test1.000.529Linear-by-Linear
Association.0141.906N of Valid Cases110a. 0 cells (0.0%) have
expected count less than 5. The minimum expected count is 22.69.b.
Computed only for a 2x2 tableSymmetric MeasuresValueAsymp. Std.
ErroraApprox. TbApprox. Sig.Nominal by NominalContingency
Coefficient.011.905Interval by IntervalPearson's
R.011.095.118.906cOrdinal by OrdinalSpearman
Correlation.011.095.118.906cN of Valid Cases110a. Not assuming the
null hypothesis.b. Using the asymptotic standard error assuming the
null hypothesis.c. Based on normal approximation.Tests of
Homogeneity of the Odds RatioChi-SquareddfAsymp. Sig.
(2-sided)Breslow-Day.0000.Tarone's.0000.Tests of Conditional
IndependenceChi-SquareddfAsymp. Sig.
(2-sided)Cochran's.0141.905Mantel-Haenszel.0051.942Under the
conditional independence assumption, Cochran's statistic is
asymptotically distributed as a 1 df chi-squared distribution, only
if the number of strata is fixed, while the Mantel-Haenszel
statistic is always asymptotically distributed as a 1 df
chi-squared distribution. Note that the continuity correction is
removed from the Mantel-Haenszel statistic when the sum of the
differences between the observed and the expected is
0.Mantel-Haenszel Common Odds Ratio
EstimateEstimate1.047ln(Estimate).046Std. Error of
ln(Estimate).385Asymp. Sig. (2-sided).905Asymp. 95% Confidence
IntervalCommon Odds RatioLower Bound.492Upper Bound2.227ln(Common
Odds Ratio)Lower Bound-.709Upper Bound.801The Mantel-Haenszel
common odds ratio estimate is asymptotically normally distributed
under the common odds ratio of 1.000 assumption. So is the natural
log of the estimate.CROSSTABS /TABLES=DMF_NOM BY RutGosGi
/FORMAT=AVALUE TABLES /STATISTICS=CHISQ CC CORR CMH(1) /CELLS=COUNT
TOTAL /COUNT ROUND CELL.CrosstabsNotesOutput Created07-APR-2015
14:53:39CommentsInputDataC:\Users\Prevy Anirtha\Documents\SDN
PANDAN.savActive DatasetDataSet1FilterWeightSplit FileN of Rows in
Working Data File117Missing Value HandlingDefinition of
MissingUser-defined missing values are treated as missing.Cases
UsedStatistics for each table are based on all the cases with valid
data in the specified range(s) for all variables in each
table.SyntaxCROSSTABS /TABLES=DMF_NOM BY RutGosGi /FORMAT=AVALUE
TABLES /STATISTICS=CHISQ CC CORR CMH(1) /CELLS=COUNT TOTAL /COUNT
ROUND CELL.ResourcesProcessor Time00:00:00.03Elapsed
Time00:00:00.08Dimensions Requested2Cells Available174762[DataSet1]
C:\Users\Prevy Anirtha\Documents\SDN PANDAN.savCase Processing
SummaryCasesValidMissingTotalNPercentNPercentNPercentDMF+def *
Rutinitas gosok gigi11094.0%76.0%117100.0%DMF+def * Rutinitas gosok
gigi CrosstabulationRutinitas gosok gigiTotalrutintidak
rutinDMF+defmeanCount322052% of
Total29.1%18.2%47.3%TotalCount7535110% of
Total68.2%31.8%100.0%Chi-Square TestsValuedfAsymp. Sig.
(2-sided)Exact Sig. (2-sided)Exact Sig. (1-sided)Pearson
Chi-Square2.006a1.157Continuity Correctionb1.4681.226Likelihood
Ratio2.0081.156Fisher's Exact Test.218.113Linear-by-Linear
Association1.9881.159N of Valid Cases110a. 0 cells (0.0%) have
expected count less than 5. The minimum expected count is 16.55.b.
Computed only for a 2x2 tableSymmetric MeasuresValueAsymp. Std.
ErroraApprox. TbApprox. Sig.Nominal by NominalContingency
Coefficient.134.157Interval by IntervalPearson's
R.135.0951.416.160cOrdinal by OrdinalSpearman
Correlation.135.0951.416.160cN of Valid Cases110a. Not assuming the
null hypothesis.b. Using the asymptotic standard error assuming the
null hypothesis.c. Based on normal approximation.Tests of
Homogeneity of the Odds RatioChi-SquareddfAsymp. Sig.
(2-sided)Breslow-Day.0000.Tarone's.0000.Tests of Conditional
IndependenceChi-SquareddfAsymp. Sig.
(2-sided)Cochran's2.0061.157Mantel-Haenszel1.4541.228Under the
conditional independence assumption, Cochran's statistic is
asymptotically distributed as a 1 df chi-squared distribution, only
if the number of strata is fixed, while the Mantel-Haenszel
statistic is always asymptotically distributed as a 1 df
chi-squared distribution. Note that the continuity correction is
removed from the Mantel-Haenszel statistic when the sum of the
differences between the observed and the expected is
0.Mantel-Haenszel Common Odds Ratio
EstimateEstimate1.792ln(Estimate).583Std. Error of ln(Estimate)
