Chelsea, IA Historical Amount of Vehicle Available in a House Data
ACS 2010-2014 data
| Chelsea, IA | Iowa | U.S. |
Occupied Housing Units | 85, 100% | 1,232,228 | 116,211,092 |
No Vehicles Available | 2, 2.35%, see rank | 5.69% | 9.12% |
1 Vehicles Available | 19, 22.35%, see rank | 30.25% | 33.80% |
2 Vehicles Available | 31, 36.47%, see rank | 39.60% | 37.48% |
3 or More Vehicles Available | 33, 38.82%, see rank | 24.45% | 19.61% |
ACS 2008-2012 data
| Chelsea, IA | Iowa | U.S. |
Occupied Housing Units | 90, 100% | 1,223,509 | 115,226,802 |
No Vehicles Available | 2, 2.22%, see rank | 5.85% | 9.03% |
1 Vehicles Available | 24, 26.67%, see rank | 29.94% | 33.67% |
2 Vehicles Available | 18, 20.00%, see rank | 39.61% | 37.64% |
3 or More Vehicles Available | 46, 51.11%, see rank | 24.60% | 19.66% |
ACS 2006-2010 data
| Chelsea, IA | Iowa | U.S. |
Occupied Housing Units | 109, 100% | 1,215,954 | 114,235,996 |
No Vehicles Available | 2, 1.83%, see rank | 5.71% | 8.85% |
1 Vehicles Available | 38, 34.86%, see rank | 29.69% | 33.28% |
2 Vehicles Available | 23, 21.10%, see rank | 39.67% | 37.87% |
3 or More Vehicles Available | 46, 42.20%, see rank | 24.93% | 20.00% |
ACS 2005-2009 data
| Chelsea, IA | Iowa | U.S. |
Occupied Housing Units | 109, 100% | 1,215,970 | 112,611,029 |
No Vehicles Available | 2, 1.83%, see rank | 5.52% | 8.80% |
1 Vehicles Available | 37, 33.94%, see rank | 29.46% | 33.21% |
2 Vehicles Available | 23, 21.10%, see rank | 39.85% | 37.98% |
3 or More Vehicles Available | 47, 43.12%, see rank | 25.17% | 20.01% |
US Census 2000 data
| Chelsea, IA | Iowa | U.S. |
Occupied Housing Units | 91, 100% | 1,149,276 | 105,480,101 |
No Vehicles Available | 10, 10.99%, see rank | 6.41% | 10.30% |
1 Vehicles Available | 40, 43.96%, see rank | 30.53% | 34.25% |
2 Vehicles Available | 24, 26.37%, see rank | 40.41% | 38.36% |
3 or More Vehicles Available | 17, 18.68%, see rank | 22.65% | 17.10% |
* ACS stands for U.S. Census American Community Survey. According to the U.S. Census, if the date is a range, you can interpret the data as an average of the period of time.