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U.S. Female in Labor Force Population Percentage State Rank

Based on ACS 2008-2012 data*

A total of 51 results found. Show Results on Map.

RankFemale in Labor Force Population Percentage ▼State / Population
1.66.7%Minnesota / 5,313,081
2.66.5%Alaska / 711,139
3.66.2%Nebraska / 1,827,306
4.66.1%North Dakota / 676,253
5.65.5%Maryland / 5,785,496
6.65.4%South Dakota / 815,871
7.65.2%New Hampshire / 1,317,474
8.65.0%District of Columbia / 605,759
9.64.9%Vermont / 625,498
10.64.7%Wisconsin / 5,687,219
11.64.2%Iowa / 3,047,646
12.63.7%Colorado / 5,042,853
13.63.5%Massachusetts / 6,560,595
14.63.5%Kansas / 2,851,183
15.63.4%Wyoming / 562,803
16.63.2%Connecticut / 3,572,213
17.62.1%Rhode Island / 1,052,471
18.61.9%Virginia / 8,014,955
19.61.5%Nevada / 2,704,204
20.61.4%Illinois / 12,823,860
21.61.2%Hawaii / 1,362,730
22.61.1%New Jersey / 8,793,888
23.61.0%Maine / 1,329,084
24.60.9%Montana / 990,785
25.60.7%Delaware / 900,131
26.60.7%Utah / 2,766,233
27.60.5%Missouri / 5,982,413
28.60.0%Indiana / 6,485,530
29.60.0%Washington / 6,738,714
30.59.8%Ohio / 11,533,561
31.59.3%Georgia / 9,714,569
32.59.0%New York / 19,398,125
33.58.9%North Carolina / 9,544,249
34.58.9%Oregon / 3,836,628
35.58.6%Idaho / 1,567,803
36.58.5%Texas / 25,208,897
37.58.3%Pennsylvania / 12,699,589
38.58.2%Michigan / 9,897,264
39.58.2%California / 37,325,068
40.57.5%South Carolina / 4,630,351
41.57.1%Tennessee / 6,353,226
42.57.0%Louisiana / 4,529,605
43.56.9%Oklahoma / 3,749,005
44.56.6%New Mexico / 2,055,287
45.56.2%Florida / 18,885,152
46.56.0%Arizona / 6,410,979
47.55.6%Kentucky / 4,340,167
48.55.4%Arkansas / 2,916,372
49.54.8%Mississippi / 2,967,620
50.54.5%Alabama / 4,777,326
51.50.0%West Virginia / 1,850,481

Please note that we only rank locations with 'Female in Labor Force Population Percentage' data. The rank above might not be a complete list. Locations without 'Female in Labor Force Population Percentage' data are not listed.

*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.


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