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| 1 | As we approach the end of this millennium, many users of data analysis software have discovered that their programs do not support dates with a year designation that starts with any other digits but "19." Thus, effectively, that software is inco | Electronic Statistics Textbook | | 2 | The approximation of the Chi-square statistic in small 2 x 2 tables can be improved by reducing the absolute value of differences between expected and observed frequencies by 0.5 before squaring (Yates' correction). This correction, which makes the e | Electronic Statistics Textbook | | 3 | This is a line graph of the final irregular and final modified irregular series (D 13 and E 3 , respectively). For more information, see X-11 Census Method II Seasonal Adjustment . | Electronic Statistics Textbook | | 4 | This plot shows the same values as G 2 ; however, this line plot shows those values in chronological order. For more information, see X-11 Census Method II Seasonal Adjustment . | Electronic Statistics Textbook | | 5 | This line graph will show the final S-I differences (additive model) or ratios (multiplicative model) with the extremes, the final S-I differences (ratios) without extremes, and the final seasonal factors (i.e., D 8 , D 9 , and D 10 , respectively), categ | Electronic Statistics Textbook | | 6 | This line graph will show the final seasonally adjusted series and final trend-cycle components (D 11 and D 12 , respectively). For more information, see X-11 Census Method II Seasonal Adjustment . | Electronic Statistics Textbook | | 7 | The values in this series are computed by applying an unweighted moving average to the final seasonally adjusted series (D 11 ). The width of the smoothing window is determined by the month (quarter) for cyclical dominance, or MCD (QCD) for short. The MCD | Electronic Statistics Textbook | | 8 | The values in this series are computed by applying an unweighted moving average to the final seasonally adjusted series (D 11 ). The width of the smoothing window is determined by the month (quarter) for cyclical dominance, or MCD (QCD) for short. The MCD | Electronic Statistics Textbook | | 9 | These values are the month-to-month (quarter-to-quarter) differences (additive model) or percent changes (multiplicative model) in D 11 . For more information, see X-11 Census Method II Seasonal Adjustment . | Electronic Statistics Textbook | | 10 | The values in this X-11 table are computed as the month-to-month (quarter-to-quarter) differences (additive model) or percent changes (multiplicative model) in B 1 . For more information, see X-11 Census Method II Seasonal Adjustment . | Electronic Statistics Textbook |
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