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Black or
African
American
American Indian
and Alaska
Native
Na
Total
Population
White
Asian
Alabama
20.4
16.0
30.8
21.2
14.5
Alaska
13.9
9.6
20.4
30.0
9.5
Arizona
17.5
15.9
22.9
35.7
14.2
Arkensas
21.3
18.3
34.6
25.0
13.9
California
15.8
14.6
23.2
22.1
11.7
Colorado
12.1
11.2
24.6
26.2
10.4
Connecticut
12.8
10.0
24.2
32.3
8.8
Delaware
14.0
11.1
21.2
24.6
12.5
District of
Columbia
Florids
16.5
6.1
25.8
54.7
14.3
18.9
14.8
26.2
24.5
13.7
Georgia
17.5
13.3
24.7
28.7
12.3
Hawaii
11.5
11.5
9 6
15.5
7.9
Idaho
15.6
14.9
16.8
31.6
20.7
Ilinois
14.9
11.7
30.0
20.9
12.6
Indiana
15.9
13.8
30.7
21.6
39.2
20.1
lowa
14.9
13.5
37.9
19.6
Kansas
15.0
13.3
29.8
24.6
16.4
Kentucky
Louisigna
Maine
20.8
23.8
30 8
36 8
19.8
23.2
17.1
17.1
30.0
16 0
18.1
14.4
13.8
41.5
23.8
Naryland
Massachusetts
Michigan
11.7
8.5
16.7
18.7
100
11.9
16.6
66
13.7
22.1
31.9
39.8
13.5
31.2
14 2
Minnesota
11.9
9.4
34 1
37.5
158
Mississ opi
33 2
27.9
25.4
18.7
34.8
33.0
22.1
181
Missouri
16.8
15.1
Montane
Nebreska
Nevada
New
Hampshire
New Jersey
New Yexico
New York
North Carc ina
16.7
149
148
42.3
12.4
22 9
25 2
13.9
12.3
30.7
172
16.2
14.5
18.0
114
9.8
9.7
17 1
16.3
7.1
12.2
9.8
210
23 3
24 7
18.2
36.4
77
149
22.4
21.0
16.5
18.1
25.5
33.5
*80
277
Definition Definition Measure of central tendency that is the value that occurs most frequently in a data set. A data set may have more than one mode if multiple categories repeat an equal number of times. For example, in a data set with five item—3, 5, 5, 29, 473—the mode is 5 because it occurs twice and no other value occurs more than once. On a histogram or bar chart, the element with the highest bar represents the mode. Therefore, the mode is sometimes considered the most popular option. The mode is useful for nominal or categorical data (e.g., the most common color car that users purchase), but it is problematic for continuous data because it is more likely not to have any value that is more frequent than the other.
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