German Seniors Poverty Over the Age of 65

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AfghanAfricanAlaska NativeAlaskan AthabascanAlbanianAleutAlsatianAmericanApacheArabArapahoArgentineanArmenianAssyrian/Chaldean/SyriacAustralianAustrianBahamianBangladeshiBarbadianBasqueBelgianBelizeanBermudanBhutaneseBlackfeetBolivianBrazilianBritishBritish West IndianBulgarianBurmeseCajunCambodianCanadianCape VerdeanCarpatho RusynCelticCentral AmericanCentral American IndianCherokeeCheyenneChickasawChileanChineseChippewaChoctawColombianColvilleComancheCosta RicanCreeCreekCroatianCrowCubanCypriotCzechCzechoslovakianDanishDelawareDominicanDutchDutch West IndianEastern EuropeanEcuadorianEgyptianEnglishEstonianEthiopianEuropeanFijianFilipinoFinnishFrenchFrench American IndianFrench CanadianGerman RussianGhanaianGreekGuamanian/ChamorroGuatemalanGuyaneseHaitianHmongHonduranHopiHoumaHungarianIcelanderIndian (Asian)IndonesianInupiatIranianIraqiIrishIroquoisIsraeliItalianJamaicanJapaneseJordanianKenyanKiowaKoreanLaotianLatvianLebaneseLiberianLithuanianLumbeeLuxembourgerMacedonianMalaysianMalteseMarshalleseMenomineeMexicanMexican American IndianMongolianMoroccanNative HawaiianNavajoNepaleseNew ZealanderNicaraguanNigerianNorthern EuropeanNorwegianOkinawanOsageOttawaPaiutePakistaniPalestinianPanamanianParaguayanPennsylvania GermanPeruvianPimaPolishPortuguesePotawatomiPuebloPuerto RicanPuget Sound SalishRomanianRussianSalvadoranSamoanScandinavianScotch-IrishScottishSeminoleSenegaleseSerbianShoshoneSierra LeoneanSiouxSlavicSlovakSloveneSomaliSouth AfricanSouth AmericanSouth American IndianSoviet UnionSpaniardSpanishSpanish AmericanSpanish American IndianSri LankanSubsaharan AfricanSudaneseSwedishSwissSyrianTaiwaneseThaiTlingit-HaidaTohono O'OdhamTonganTrinidadian and TobagonianTsimshianTurkishU.S. Virgin IslanderUgandanUkrainianUruguayanUteVenezuelanVietnameseWelshWest IndianYakamaYaquiYugoslavianYumanYup'ikZimbabwean
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Seniors Poverty Over the Age of 65
Income
Poverty
Unemployment
Labor Participation
Family Structure
Vehicle Availability
Education Level
Disability

German Seniors Poverty Over the Age of 65
Exceptional

9.0%
POVERTY | SENIORS > 65
100.0/ 100
METRIC RATING
7th/ 347
METRIC RANK

German Seniors Poverty Over the Age of 65 Correlation Chart

The statistical analysis conducted on geographies consisting of 574,200,569 people shows a weak positive correlation between the proportion of Germans and poverty level among seniors over the age of 65 in the United States with a correlation coefficient (R) of 0.218 and weighted average of 9.0%. On average, for every 1% (one percent) increase in Germans within a typical geography, there is an increase of 0.071% in poverty level among seniors over the age of 65.
German Seniors Poverty Over the Age of 65
It is essential to understand that the correlation between the percentage of Germans and poverty level among seniors over the age of 65 does not imply a direct cause-and-effect relationship. It remains uncertain whether the presence of Germans influences an upward or downward trend in the level of poverty level among seniors over the age of 65 within an area, or if Germans simply ended up residing in those areas with higher or lower levels of poverty level among seniors over the age of 65 due to other factors.

Demographics Similar to Germans by Seniors Poverty Over the Age of 65

In terms of seniors poverty over the age of 65, the demographic groups most similar to Germans are Czech (9.0%, a difference of 0.53%), English (9.1%, a difference of 1.2%), Lithuanian (9.1%, a difference of 1.3%), Danish (8.8%, a difference of 1.6%), and Maltese (9.1%, a difference of 1.7%).
DemographicsRating | RankSeniors Poverty Over the Age of 65
Chinese
100.0
/100
|
#1
Exceptional
8.3%
Tlingit-Haida
100.0
/100
|
#2
Exceptional
8.3%
Norwegians
100.0
/100
|
#3
Exceptional
8.7%
Swedes
100.0
/100
|
#4
Exceptional
8.7%
Immigrants from India
100.0
/100
|
#5
Exceptional
8.8%
Danes
100.0
/100
|
#6
Exceptional
8.8%
Germans
100.0
/100
|
#7
Exceptional
9.0%
Czechs
100.0
/100
|
#8
Exceptional
9.0%
English
100.0
/100
|
#9
Exceptional
9.1%
Lithuanians
100.0
/100
|
#10
Exceptional
9.1%
Maltese
99.9
/100
|
#11
Exceptional
9.1%
Scandinavians
99.9
/100
|
#12
Exceptional
9.1%
Croatians
99.9
/100
|
#13
Exceptional
9.1%
Poles
99.9
/100
|
#14
Exceptional
9.1%
Dutch
99.9
/100
|
#15
Exceptional
9.1%

German Seniors Poverty Over the Age of 65 Correlation Summary

MeasurementGerman DataSeniors Poverty Over the Age of 65 Data
Minimum0.24%3.9%
Maximum94.1%64.3%
Range93.9%60.4%
Mean42.5%10.7%
Median42.3%8.4%
Interquartile 25% (IQ1)21.0%7.6%
Interquartile 75% (IQ3)63.5%10.1%
Interquartile Range (IQR)42.5%2.5%
Standard Deviation (Sample)25.0%8.2%
Standard Deviation (Population)24.9%8.2%

Correlation Details

German PercentileSample SizeSeniors Poverty Over the Age of 65
[
0.0%
-
0.5%
]
0.24%
12,264,35324.6%
[
0.5%
-
1.0%
]
0.74%
10,870,49119.9%
[
1.0%
-
1.5%
]
1.24%
9,655,73318.3%
[
1.5%
-
2.0%
]
1.76%
11,309,38117.4%
[
2.0%
-
2.5%
]
2.27%
10,625,41215.4%
[
2.5%
-
3.0%
]
2.80%
19,540,99116.8%
[
3.0%
-
3.5%
]
3.25%
13,174,67614.3%
[
3.5%
-
4.0%
]
3.78%
17,231,06614.8%
[
4.0%
-
4.5%
]
4.26%
11,290,83512.3%
[
4.5%
-
5.0%
]
4.76%
16,108,71613.4%
[
5.0%
-
5.5%
]
5.25%
13,071,29612.6%
[
5.5%
-
6.0%
]
5.74%
13,430,05511.9%
[
6.0%
-
6.5%
]
6.26%
14,315,96112.6%
[
6.5%
-
7.0%
]
6.78%
17,993,50812.1%
[
7.0%
-
7.5%
]
7.24%
17,752,14111.5%
[
7.5%
-
8.0%
]
7.73%
15,569,71110.7%
[
8.0%
-
8.5%
]
8.27%
16,426,00210.1%
[
8.5%
-
9.0%
]
8.75%
14,081,78710.1%
[
9.0%
-
9.5%
]
9.23%
15,524,0739.7%
[
9.5%
-
10.0%
]
9.73%
14,431,9449.6%
[
10.0%
-
10.5%
]
10.25%
13,133,7989.0%
[
10.5%
-
11.0%
]
10.75%
14,299,7788.9%
[
11.0%
-
11.5%
]
11.23%
14,612,3018.8%
[
11.5%
-
12.0%
]
11.74%
11,065,4528.8%
[
12.0%
-
12.5%
]
12.24%
11,832,8258.6%
[
12.5%
-
13.0%
]
12.76%
14,043,6618.6%
[
13.0%
-
13.5%
]
13.26%
11,698,0098.2%
[
13.5%
-
14.0%
]
13.74%
11,565,8668.9%
[
14.0%
-
14.5%
]
14.24%
9,661,2198.8%
[
14.5%
-
15.0%
]
14.75%
9,476,2568.2%
[
15.0%
-
15.5%
]
15.25%
10,916,9619.1%
[
15.5%
-
16.0%
]
15.73%
9,081,1798.5%
[
16.0%
-
16.5%
]
16.25%
7,524,1778.0%
[
16.5%
-
17.0%
]
16.76%
6,874,6178.4%
[
17.0%
-
17.5%
]
17.26%
6,429,9548.6%
[
17.5%
-
18.0%
]
17.74%
7,539,6368.5%
[
18.0%
-
18.5%
]
18.24%
5,671,4868.2%
[
18.5%
-
19.0%
]
18.76%
5,302,7907.9%
[
19.0%
-
19.5%
]
19.25%
6,537,8438.0%
[
19.5%
-
20.0%
]
19.74%
6,007,4438.9%
[
20.0%
-
20.5%
]
20.26%
5,153,8577.8%
[
20.5%
-
21.0%
]
20.73%
5,445,9998.4%
[
21.0%
-
21.5%
]
21.22%
4,355,4917.5%
[
21.5%
-
22.0%
]
21.75%
3,883,3307.6%
[
22.0%
-
22.5%
]
22.27%
3,712,3527.7%
[
22.5%
-
23.0%
]
22.74%
4,158,2617.7%
[
23.0%
-
23.5%
]
23.23%
3,221,9437.3%
[
23.5%
-
24.0%
]
23.74%
3,356,3348.2%
[
24.0%
-
24.5%
]
24.23%
3,089,7617.9%
[
24.5%
-
25.0%
]
24.73%
3,599,6017.9%
[
25.0%
-
25.5%
]
25.24%
2,805,5797.9%
[
25.5%
-
26.0%
]
25.76%
2,699,3678.0%
[
26.0%
-
26.5%
]
26.26%
2,758,0187.7%
[
26.5%
-
27.0%
]
26.75%
2,402,7817.4%
[
27.0%
-
27.5%
]
27.27%
2,350,2937.5%
[
27.5%
-
28.0%
]
27.74%
2,393,1177.2%
[
28.0%
-
28.5%
]
28.24%
2,561,2378.0%
[
28.5%
-
29.0%
]
28.77%
2,809,0947.7%
[
29.0%
-
29.5%
]
29.24%
1,731,1517.0%
[
29.5%
-
30.0%
]
29.76%
1,752,2187.5%
[
30.0%
-
30.5%
]
30.27%
2,082,2617.1%
[
30.5%
-
31.0%
]
30.71%
1,567,8217.8%
[
31.0%
-
31.5%
]
31.27%
1,264,0058.5%
[
31.5%
-
32.0%
]
31.75%
1,714,5727.2%
[
32.0%
-
32.5%
]
32.24%
1,628,2946.8%
[
32.5%
-
33.0%
]
32.74%
1,538,3978.4%
[
33.0%
-
33.5%
]
33.23%
1,243,3357.4%
[
33.5%
-
34.0%
]
33.74%
1,168,7367.6%
[
34.0%
-
34.5%
]
34.22%
1,232,3217.6%
[
34.5%
-
35.0%
]
34.74%
989,7767.3%
[
35.0%
-
35.5%
]
35.27%
797,9808.7%
[
35.5%
-
36.0%
]
35.75%
938,5957.5%
[
36.0%
-
36.5%
]
36.24%
1,081,5647.2%
[
36.5%
-
37.0%
]
36.76%
1,011,7107.9%
[
37.0%
-
37.5%
]
37.24%
841,5877.0%
[
37.5%
-
38.0%
]
37.76%
573,3577.6%
[
38.0%
-
38.5%
]
38.31%
766,2228.8%
[
38.5%
-
39.0%
]
38.74%
602,8997.1%
[
39.0%
-
39.5%
]
39.27%
642,1108.3%
[
39.5%
-
40.0%
]
39.72%
798,6258.4%
[
40.0%
-
40.5%
]
40.31%
514,2188.4%
[
40.5%
-
41.0%
]
40.73%
685,9457.8%
[
41.0%
-
41.5%
]
41.24%
627,5717.0%
[
41.5%
-
42.0%
]
41.75%
527,3817.6%
[
42.0%
-
42.5%
]
42.27%
524,8567.5%
[
42.5%
-
43.0%
]
42.72%
747,4348.3%
[
43.0%
-
43.5%
]
43.24%
574,8868.1%
[
43.5%
-
44.0%
]
43.74%
290,1268.2%
[
44.0%
-
44.5%
]
44.27%
356,4358.6%
[
44.5%
-
45.0%
]
44.76%
311,5158.1%
[
45.0%
-
45.5%
]
45.24%
346,9448.4%
[
45.5%
-
46.0%
]
45.77%
261,7638.6%
[
46.0%
-
46.5%
]
46.25%
308,7957.5%
[
46.5%
-
47.0%
]
46.72%
298,1926.9%
[
47.0%
-
47.5%
]
47.15%
294,7437.7%
[
47.5%
-
48.0%
]
47.77%
198,0927.6%
[
48.0%
-
48.5%
]
48.25%
278,0877.2%
[
48.5%
-
49.0%
]
48.77%
207,2287.4%
[
49.0%
-
49.5%
]
49.26%
253,8877.5%
[
49.5%
-
50.0%
]
49.77%
139,8027.8%
[
50.0%
-
50.5%
]
50.23%
129,8906.8%
[
50.5%
-
51.0%
]
50.77%
155,9277.5%
[
51.0%
-
51.5%
]
51.25%
105,3257.7%
[
51.5%
-
52.0%
]
51.68%
123,8209.1%
[
52.0%
-
52.5%
]
52.26%
71,9499.2%
[
52.5%
-
53.0%
]
52.80%
77,7679.3%
[
53.0%
-
53.5%
]
53.24%
72,6489.2%
[
53.5%
-
54.0%
]
53.78%
85,2438.4%
[
54.0%
-
54.5%
]
54.28%
35,5266.9%
[
54.5%
-
55.0%
]
54.73%
73,6769.1%
[
55.0%
-
55.5%
]
55.27%
71,6267.7%
[
55.5%
-
56.0%
]
55.77%
78,3689.0%
[
56.0%
-
56.5%
]
56.21%
68,9538.9%
[
56.5%
-
57.0%
]
56.81%
54,2547.7%
[
57.0%
-
57.5%
]
57.22%
52,2178.8%
[
57.5%
-
58.0%
]
57.83%
40,1548.8%
[
58.0%
-
58.5%
]
58.28%
52,1958.1%
[
58.5%
-
59.0%
]
58.75%
31,74510.8%
[
59.0%
-
59.5%
]
59.25%
34,6378.7%
[
59.5%
-
60.0%
]
59.75%
23,8626.5%
[
60.0%
-
60.5%
]
60.28%
24,1386.7%
[
60.5%
-
61.0%
]
60.68%
18,0609.3%
[
61.0%
-
61.5%
]
61.19%
41,9277.5%
[
61.5%
-
62.0%
]
61.75%
41,7557.7%
[
62.0%
-
62.5%
]
62.20%
25,8687.2%
[
62.5%
-
63.0%
]
62.71%
14,35613.1%
[
63.0%
-
63.5%
]
63.22%
25,4058.7%
[
63.5%
-
64.0%
]
63.72%
24,77510.5%
[
64.0%
-
64.5%
]
64.18%
11,85110.6%
[
64.5%
-
65.0%
]
64.65%
14,7798.5%
[
65.0%
-
65.5%
]
65.26%
4,42110.9%
[
65.5%
-
66.0%
]
65.69%
10,7769.2%
[
66.0%
-
66.5%
]
66.26%
11,46715.3%
[
66.5%
-
67.0%
]
66.76%
6,1628.8%
[
67.0%
-
67.5%
]
67.21%
3,5877.6%
[
67.5%
-
68.0%
]
67.62%
6,8494.3%
[
68.0%
-
68.5%
]
68.28%
11,50010.1%
[
68.5%
-
69.0%
]
68.69%
4,10414.5%
[
69.0%
-
69.5%
]
69.28%
9,25610.1%
[
69.5%
-
70.0%
]
69.61%
1,62213.8%
[
70.0%
-
70.5%
]
70.32%
5,06014.5%
[
70.5%
-
71.0%
]
70.67%
9,3244.6%
[
71.0%
-
71.5%
]
71.15%
1,3699.2%
[
71.5%
-
72.0%
]
71.73%
1,4369.8%
[
72.0%
-
72.5%
]
72.14%
6824.6%
[
72.5%
-
73.0%
]
72.73%
1,93615.5%
[
73.0%
-
73.5%
]
73.27%
1,39910.6%
[
73.5%
-
74.0%
]
73.77%
1,51014.6%
[
74.0%
-
74.5%
]
74.30%
4984.7%
[
74.5%
-
75.0%
]
74.80%
1,35711.6%
[
75.0%
-
75.5%
]
75.42%
11823.7%
[
75.5%
-
76.0%
]
75.74%
6808.6%
[
76.0%
-
76.5%
]
76.36%
11020.0%
[
77.0%
-
77.5%
]
77.06%
1,16417.0%
[
77.5%
-
78.0%
]
77.73%
76835.4%
[
78.0%
-
78.5%
]
78.32%
1,37939.6%
[
79.0%
-
79.5%
]
79.08%
4783.9%
[
79.5%
-
80.0%
]
79.82%
89726.1%
[
80.0%
-
80.5%
]
80.27%
37564.3%
[
81.5%
-
82.0%
]
81.79%
2916.7%
[
82.0%
-
82.5%
]
82.41%
7056.5%
[
83.0%
-
83.5%
]
83.09%
62111.6%
[
84.0%
-
84.5%
]
84.00%
504.4%
[
85.0%
-
85.5%
]
85.23%
884.3%
[
85.5%
-
86.0%
]
85.98%
10759.1%
[
87.0%
-
87.5%
]
87.14%
24158.0%
[
89.5%
-
90.0%
]
89.80%
1477.7%
[
92.0%
-
92.5%
]
92.05%
8816.7%
[
94.0%
-
94.5%
]
94.12%
1711.1%