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Agenda - Council - 04/14/2015
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Agenda - Council - 04/14/2015
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Council
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04/14/2015
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Table B-1. Calculation of Pre -Adjusted Allocation <br />LAj <br />Forecasted <br />Sewer - <br />Serviced <br />Households, <br />2020 <br />Forecasted <br />Sewer - <br />Serviced <br />Households, <br />2030 <br />LEI <br />Forecasted "Equal Pre - <br />Net Growth in Share" Adjusted <br />Sewer- Factor Allocation <br />Serviced (C x D) <br />Households <br />(B — Al <br />Golden Valle' <br />West St. Paul <br />9.400 <br />9.800 <br />9.600 10.000 <br />+400 <br />+400 <br />33.5% 134 <br />33.5% 134 <br />• Step 2: Adjust the pre -adjusted allocation upwards or downwards according to the balance of <br />low-wage jobs and workers and the existing affordable housing stock. <br />The pre -adjusted allocation is adjusted as follows: <br />o Existing affordable housing stock: A community's allocation is increased if its existing <br />affordable housing share is less than that of the average community with sewer service. <br />A community's allocation is decreased if its existing affordable housing share is greater <br />than that of the average community with sewer service. This is measured by the <br />proportion of existing housing units that are affordable, as described above. <br />o Balance of low-wage jobs and workers: A community's allocation is increased if it <br />imports workers in low-wage lobs to a greater extent than the average community. A <br />community's allocation is decreased if it imports workers in low-wage jobs to a lesser <br />extent than the average community. This is measured by the ratio of low-wage jobs to <br />residents working in low-wage lobs, as described above. <br />Because the jobs/workers ratios (which range from 0.21 to 2.88) and the existing affordable <br />housing shares (which range from 4% to 100%) have such different scales, any adjustments <br />based on the raw measures could unintentionally let one adjustment have more influence over <br />the final allocation than the others. We address this by standardizing these raw measures, also <br />known as converting them into Z-scores, with the formula: = (X — X) ± SD . <br />That is, we subtract the average for all sewered communities from each community's measure <br />and divide by the standard deviation.9 The specific formulas for determining the Z-scores for <br />each community are: <br />• Zxousing = (Community's Affordable Housing Share — 0.66) ± 0.25 <br />• ZJob/worker Balance = (Community's Job/Worker Balance Ratio — 1.08) ± 0.52 <br />These Z-scores can be positive (if the community has a higher -than -average ratio or proportion) <br />or negative (if the community has a lower -than -average ratio or proportion). Values of Z-scores <br />represent how many standard deviations each community is from the average ratio or <br />proportion, which is represented by a Z-score of 0. For example, a community with a Z-score of <br />9 Like the mean, the standard deviation is a statistic that summarizes a set ("distribution") of numbers. Where the <br />mean represents the average score, the standard deviation represents the average distance of communities from <br />the mean. Higher standard deviations indicate that a distribution has more "spread," rather than being tightly <br />clustered around the average score. <br />Page - 21 1 METROPOLITAN COUNCIL <br />
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