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US Median Home Values

Rank

State Median


Margin of Error

1

California

535,700

+/-1,835

2

Hawaii

529,700

+/-9,321

3

District of Columbia

437,700

+/-13,590

4

Massachusetts

370,400

+/-1,766

5

New Jersey

366,600

+/-1,910

6

Maryland

334,700

+/-2,268

7

Nevada

315,200

+/-3,238

8

New York

303,400

+/-2,428

9

Connecticut

298,900

+/-3,072

10

Rhode Island

295,700

+/-4,636

11

Washington

267,600

+/-2,713

12

New Hampshire

253,200

+/-4,575

13

Virginia

244,200

+/-1,998

14

Oregon

236,600

+/-1,803

15

Arizona

236,500

+/-1,661

16

Colorado

232,900

+/-1,321

17

Florida

230,600

+/-1,013

18

Delaware

227,100

+/-3,696

19

Alaska

213,200

+/-4,020

20

Minnesota

208,200

+/-953

21

Illinois

200,200

+/-1,449

22

Vermont

193,000

+/-3,906

23

Utah

188,500

+/-1,860

 

United States Average

185,200

+/-489

24

Maine

170,500

+/-2,582

25

Idaho

163,900

+/-2,315

26

Wisconsin

163,500

+/-749

27

Georgia

156,800

+/-863

28

Montana

155,500

+/-2,621

29

Michigan

153,300

+/-701

30

Wyoming

148,900

+/-2,960

31

Pennsylvania

145,200

+/-765

32

New Mexico

141,200

+/-2,524

33

North Carolina

137,200

+/-975

34

Ohio

135,200

+/-690

35

Missouri

131,900

+/-879

36

Tennessee

123,100

+/-1,065

37

South Carolina

122,400

+/-1,401

38

Indiana

120,700

+/-719

39

Nebraska

119,200

+/-1,195

40

Louisiana

114,700

+/-1,579

41

Kansas

114,400

+/-1,358

42

Texas

114,000

+/-498

43

Iowa

112,600

+/-955

43

South Dakota

112,600

+/-1,810

45

Kentucky

111,000

+/-1,118

46

Alabama

107,000

+/-1,296

47

North Dakota

99,700

+/-2,385

48

Oklahoma

94,500

+/-1,006

49

Arkansas

93,900

+/-1,328

50

West Virginia

89,700

+/-1,155

51

Mississippi

88,600

+/-1,064

       

 

Puerto Rico

98,700

+/-681

Source: U.S. Census Bureau, 2006 American Community Survey

Data are based on a sample and are subject to sampling variability. The degree of uncertainty for an estimate arising from sampling variability is represented through the use of a margin of error. The value shown here is the 90 percent margin of error. The margin of error can be interpreted roughly as providing a 90 percent probability that the interval defined by the estimate minus the margin of error and the estimate plus the margin of error (the lower and upper confidence bounds) contains the true value. In addition to sampling variability, the ACS estimates are subject to nonsampling error (for a discussion of nonsampling variability, see Accuracy of the Data). The effect of nonsampling error is not represented in these tables.