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FY2017 Hypothetical Small Area FMRs For Ottawa County, MI

In metropolitan areas, HUD defines Small Areas using ZIP Codes within the metropolitan area. Using ZIP codes as the basis for FMRs provides tenants with greater ability to move into ?Opportunity Neighborhoods? with jobs, public transportation, and good schools. They also provide for multiple payment standards within a metropolitan area, and they are likely to reduce need for extensive market area rent reasonableness studies. Lastly, HUD hopes that setting FMRs for each ZIP code will reduce overpayment in lower-rent areas.

Ottawa County is part of the Grand Rapids-Wyoming, MI MSA.

Ottawa County, MI Hypothetical Small Area FMRs By Unit Bedrooms
ZIP Code Efficiency One-Bedroom Two-Bedroom Three-Bedroom Four-Bedroom ZIP/CBSA Ratio
49315 $580 $700 $850 $1,190 $1,310 1.072
49318 $550 $610 $790 $1,090 $1,140 1.051
49323 $540 $660 $800 $1,120 $1,240 1.009
49330 $650 $790 $960 $1,350 $1,480 1.214
49401 $630 $760 $920 $1,290 $1,420 1.162
49403 $630 $750 $920 $1,290 $1,420 1.168
49404 $520 $630 $770 $1,080 $1,190 0.966
49409 $540 $660 $800 $1,120 $1,240 1.009
49415 $570 $620 $820 $1,130 $1,140 1.131
49417 $520 $620 $760 $1,070 $1,170 0.954
49418 $510 $620 $750 $1,050 $1,160 0.944
49422 $540 $660 $800 $1,120 $1,240 1.009
49423 $540 $650 $790 $1,110 $1,220 1.001
49424 $530 $640 $780 $1,090 $1,210 0.984
49426 $590 $710 $860 $1,210 $1,330 1.084
49428 $600 $720 $880 $1,230 $1,360 1.108
49429 $540 $660 $800 $1,120 $1,240 1.009
49430 $540 $660 $800 $1,120 $1,240 1.009
49434 $540 $660 $800 $1,120 $1,240 1.009
49435 $610 $740 $900 $1,260 $1,390 1.129
49448 $460 $550 $680 $950 $1,040 0.785
49451 $490 $540 $710 $980 $980 0.981
49456 $550 $660 $810 $1,130 $1,250 1.019
49460 $780 $940 $1,140 $1,600 $1,760 1.431
49464 $530 $640 $780 $1,090 $1,210 0.984
49534 $560 $670 $820 $1,150 $1,270 1.034
49544 $510 $620 $750 $1,050 $1,160 0.942

* Small Area FMRs presented with an asterisk are calculated in accordance with the Guidance For Preparing Comments on Small Area FMRs available at here.

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