Cities with the highest home values
Compare median owner-occupied home values from Census survey estimates.
U.S. Census Bureau ACS 5-year estimatesPeriod: 2020–2024 ACS 5-yearRetrieved 2026-10-05T08:15:40+00:00
Median value of owner-occupied housing units: ACS B25077_001E. This is a survey estimate, not current listing prices or transaction prices. ACS places, including census-designated places, with at least 20,000 residents in the same ACS release. ACS 5-year pooled estimates; margins of error are at the 90% confidence level. Ranks do not imply statistically significant differences. Missing, suppressed, and annotated/top-coded estimates are excluded.
Ranks are competition ranks computed across the full filtered set.
| Rank | Name | State | Median home value | Population |
|---|---|---|---|---|
| 1951 | Monroe city | Louisiana | $198,900 ±$18,694 | 47,004 |
| 1951 | Yukon city | Oklahoma | $198,900 ±$9,483 | 25,529 |
| 1953 | Willmar city | Minnesota | $198,400 ±$9,589 | 21,378 |
| 1954 | Statesboro city | Georgia | $197,900 ±$22,163 | 34,149 |
| 1955 | Sand Springs city | Oklahoma | $197,700 ±$9,671 | 20,117 |
| 1956 | St. Louis city | Missouri | $197,500 ±$6,302 | 288,512 |
| 1957 | Baytown city | Texas | $197,300 ±$6,236 | 85,205 |
| 1958 | North Tonawanda city | New York | $197,200 ±$7,087 | 30,198 |
| 1958 | Shelby city | North Carolina | $197,200 ±$14,281 | 22,100 |
| 1960 | Amarillo city | Texas | $196,900 ±$5,641 | 201,885 |
| 1961 | Lealman CDP | Florida | $196,400 ±$16,715 | 20,567 |
| 1961 | Hinesville city | Georgia | $196,400 ±$10,701 | 35,679 |
| 1963 | Florence city | Alabama | $196,300 ±$14,419 | 41,701 |
| 1963 | Cape Girardeau city | Missouri | $196,300 ±$11,289 | 40,344 |
| 1963 | Easton city | Pennsylvania | $196,300 ±$15,999 | 29,739 |
| 1966 | Channelview CDP | Texas | $195,900 ±$11,319 | 43,605 |
| 1967 | Pottstown borough | Pennsylvania | $195,400 ±$7,642 | 23,476 |
| 1967 | Stevens Point city | Wisconsin | $195,400 ±$8,862 | 25,785 |
| 1969 | Des Moines city | Iowa | $194,700 ±$3,372 | 212,421 |
| 1970 | Bristol city | Tennessee | $194,500 ±$12,232 | 27,636 |
| 1971 | Pleasantville city | New Jersey | $194,100 ±$15,965 | 20,712 |
| 1972 | Dothan city | Alabama | $194,000 ±$3,979 | 71,514 |
| 1973 | Columbus city | Georgia | $193,900 ±$5,785 | 203,711 |
| 1973 | Lancaster city | Ohio | $193,900 ±$11,742 | 41,249 |
| 1975 | Laredo city | Texas | $193,500 ±$4,190 | 257,619 |
| 1976 | Warren city | Michigan | $193,400 ±$3,572 | 137,928 |
| 1977 | Mobile city | Alabama | $193,300 ±$5,123 | 203,416 |
| 1978 | Leavenworth city | Kansas | $193,000 ±$19,835 | 37,195 |
| 1979 | Newark city | Ohio | $192,300 ±$8,443 | 50,783 |
| 1980 | Cleveland Heights city | Ohio | $192,100 ±$7,848 | 44,497 |
| 1981 | Garden City city | Kansas | $192,000 ±$10,385 | 27,819 |
| 1982 | Hobbs city | New Mexico | $191,300 ±$12,391 | 40,252 |
| 1983 | Findlay city | Ohio | $191,000 ±$7,766 | 40,287 |
| 1984 | Waukegan city | Illinois | $190,900 ±$5,356 | 89,076 |
| 1985 | Wichita city | Kansas | $190,800 ±$4,295 | 397,945 |
| 1986 | Roanoke city | Virginia | $190,500 ±$6,503 | 98,355 |
| 1987 | Forest Park city | Ohio | $190,400 ±$16,286 | 20,025 |
| 1987 | McAllen city | Texas | $190,400 ±$6,316 | 145,385 |
| 1989 | Edinburg city | Texas | $189,600 ±$7,010 | 104,550 |
| 1990 | Petersburg city | Virginia | $189,000 ±$18,119 | 33,537 |
| 1991 | Fort Wayne city | Indiana | $188,900 ±$3,394 | 268,589 |
| 1992 | Bayou Cane CDP | Louisiana | $188,700 ±$5,779 | 21,253 |
| 1992 | Claremore city | Oklahoma | $188,700 ±$11,035 | 20,166 |
| 1994 | Searcy city | Arkansas | $188,500 ±$10,465 | 23,340 |
| 1994 | Grandview city | Missouri | $188,500 ±$16,907 | 26,527 |
| 1996 | Albertville city | Alabama | $188,400 ±$28,584 | 22,813 |
| 1997 | Asheboro city | North Carolina | $188,100 ±$22,062 | 27,580 |
| 1998 | Fayetteville city | North Carolina | $188,000 ±$3,869 | 210,815 |
| 1998 | Eagle Pass city | Texas | $188,000 ±$20,353 | 28,339 |
| 2000 | San Angelo city | Texas | $187,600 ±$6,912 | 99,674 |
± figures are the published 90% margin of error; small differences between estimates may not be statistically significant.
2298 ranked entries.