German 1 or more Vehicles in Household
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German
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1 or more Vehicles in Household
German 1 or more Vehicles in Household
93.6%
1+ VEHICLES AVAILABLE
100.0/ 100
METRIC RATING
4th/ 347
METRIC RANK
German 1 or more Vehicles in Household Correlation Chart
The statistical analysis conducted on geographies consisting of 561,083,336 people shows a strong positive correlation between the proportion of Germans and percentage of households with 1 or more vehicles available in the United States with a correlation coefficient (R) of 0.778 and weighted average of 93.6%. On average, for every 1% (one percent) increase in Germans within a typical geography, there is an increase of 0.088% in percentage of households with 1 or more vehicles available.
It is essential to understand that the correlation between the percentage of Germans and percentage of households with 1 or more vehicles available 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 percentage of households with 1 or more vehicles available within an area, or if Germans simply ended up residing in those areas with higher or lower levels of percentage of households with 1 or more vehicles available due to other factors.
Demographics Similar to Germans by 1 or more Vehicles in Household
In terms of 1 or more vehicles in household, the demographic groups most similar to Germans are Norwegian (93.7%, a difference of 0.050%), Yakama (93.6%, a difference of 0.10%), Danish (93.5%, a difference of 0.12%), English (93.8%, a difference of 0.17%), and Scottish (93.4%, a difference of 0.30%).
| Demographics | Rating | Rank | 1 or more Vehicles in Household |
| Luxembourgers | 100.0 /100 | #1 | Exceptional 94.8% |
| English | 100.0 /100 | #2 | Exceptional 93.8% |
| Norwegians | 100.0 /100 | #3 | Exceptional 93.7% |
| Germans | 100.0 /100 | #4 | Exceptional 93.6% |
| Yakama | 100.0 /100 | #5 | Exceptional 93.6% |
| Danes | 100.0 /100 | #6 | Exceptional 93.5% |
| Scottish | 100.0 /100 | #7 | Exceptional 93.4% |
| Swedes | 100.0 /100 | #8 | Exceptional 93.3% |
| Scotch-Irish | 100.0 /100 | #9 | Exceptional 93.3% |
| Dutch | 100.0 /100 | #10 | Exceptional 93.3% |
| Czechs | 100.0 /100 | #11 | Exceptional 93.3% |
| Scandinavians | 100.0 /100 | #12 | Exceptional 93.1% |
| Whites/Caucasians | 100.0 /100 | #13 | Exceptional 93.1% |
| Irish | 100.0 /100 | #14 | Exceptional 93.1% |
| Mexicans | 100.0 /100 | #15 | Exceptional 93.0% |
German 1 or more Vehicles in Household Correlation Summary
| Measurement | German Data | 1 or more Vehicles in Household Data |
| Minimum | 0.24% | 80.4% |
| Maximum | 100.0% | 100.0% |
| Range | 99.8% | 19.6% |
| Mean | 47.9% | 95.5% |
| Median | 47.8% | 95.4% |
| Interquartile 25% (IQ1) | 24.0% | 94.3% |
| Interquartile 75% (IQ3) | 71.4% | 97.4% |
| Interquartile Range (IQR) | 47.5% | 3.1% |
| Standard Deviation (Sample) | 27.7% | 3.1% |
| Standard Deviation (Population) | 27.6% | 3.1% |
Correlation Details
| German Percentile | Sample Size | 1 or more Vehicles in Household |
[ 0.0% - 0.5% ] 0.24% | 12,292,578 | 80.4% |
[ 0.5% - 1.0% ] 0.74% | 10,922,219 | 81.2% |
[ 1.0% - 1.5% ] 1.24% | 9,701,795 | 86.3% |
[ 1.5% - 2.0% ] 1.76% | 11,366,737 | 86.6% |
[ 2.0% - 2.5% ] 2.27% | 10,693,014 | 88.7% |
[ 3.0% - 3.5% ] 3.25% | 13,258,557 | 89.6% |
[ 3.5% - 4.0% ] 3.78% | 17,332,919 | 89.6% |
[ 4.0% - 4.5% ] 4.26% | 11,380,498 | 91.6% |
[ 4.5% - 5.0% ] 4.76% | 16,198,129 | 90.3% |
[ 5.0% - 5.5% ] 5.25% | 13,180,495 | 91.4% |
[ 5.5% - 6.0% ] 5.74% | 13,544,807 | 90.7% |
[ 6.0% - 6.5% ] 6.26% | 14,412,508 | 90.8% |
[ 6.5% - 7.0% ] 6.78% | 18,131,284 | 89.7% |
[ 7.0% - 7.5% ] 7.24% | 17,859,909 | 89.6% |
[ 7.5% - 8.0% ] 7.73% | 15,716,514 | 91.1% |
[ 8.0% - 8.5% ] 8.27% | 16,558,854 | 92.3% |
[ 8.5% - 9.0% ] 8.75% | 14,188,179 | 92.4% |
[ 9.0% - 9.5% ] 9.23% | 15,643,251 | 93.3% |
[ 9.5% - 10.0% ] 9.73% | 14,600,894 | 93.4% |
[ 10.0% - 10.5% ] 10.25% | 13,288,177 | 93.4% |
[ 10.5% - 11.0% ] 10.75% | 14,410,088 | 94.0% |
[ 11.0% - 11.5% ] 11.23% | 14,775,167 | 94.1% |
[ 11.5% - 12.0% ] 11.74% | 11,264,072 | 94.2% |
[ 12.0% - 12.5% ] 12.24% | 12,002,638 | 94.3% |
[ 12.5% - 13.0% ] 12.76% | 14,219,307 | 94.4% |
[ 13.0% - 13.5% ] 13.26% | 11,861,626 | 94.4% |
[ 13.5% - 14.0% ] 13.75% | 11,702,014 | 93.5% |
[ 14.0% - 14.5% ] 14.24% | 9,821,182 | 93.3% |
[ 14.5% - 15.0% ] 14.75% | 9,585,429 | 94.3% |
[ 15.0% - 15.5% ] 15.25% | 11,041,870 | 92.8% |
[ 15.5% - 16.0% ] 15.73% | 9,173,413 | 93.9% |
[ 16.0% - 16.5% ] 16.25% | 7,631,044 | 94.4% |
[ 16.5% - 17.0% ] 16.76% | 6,962,644 | 94.0% |
[ 17.0% - 17.5% ] 17.26% | 6,536,835 | 93.2% |
[ 17.5% - 18.0% ] 17.74% | 7,676,032 | 93.8% |
[ 18.0% - 18.5% ] 18.24% | 5,780,710 | 94.2% |
[ 18.5% - 19.0% ] 18.76% | 5,361,082 | 93.9% |
[ 19.0% - 19.5% ] 19.25% | 6,635,405 | 94.2% |
[ 19.5% - 20.0% ] 19.74% | 6,073,586 | 93.0% |
[ 20.0% - 20.5% ] 20.26% | 5,231,111 | 94.7% |
[ 20.5% - 21.0% ] 20.73% | 5,526,427 | 93.1% |
[ 21.0% - 21.5% ] 21.22% | 4,424,334 | 94.8% |
[ 21.5% - 22.0% ] 21.75% | 3,949,821 | 95.0% |
[ 22.0% - 22.5% ] 22.27% | 3,787,199 | 94.1% |
[ 22.5% - 23.0% ] 22.74% | 4,211,310 | 94.2% |
[ 23.0% - 23.5% ] 23.23% | 3,276,188 | 95.0% |
[ 23.5% - 24.0% ] 23.74% | 3,413,489 | 94.5% |
[ 24.0% - 24.5% ] 24.23% | 3,150,611 | 94.3% |
[ 24.5% - 25.0% ] 24.73% | 3,643,707 | 94.3% |
[ 25.0% - 25.5% ] 25.24% | 2,853,905 | 94.5% |
[ 25.5% - 26.0% ] 25.76% | 2,749,652 | 94.2% |
[ 26.0% - 26.5% ] 26.26% | 2,804,446 | 94.4% |
[ 26.5% - 27.0% ] 26.75% | 2,452,190 | 94.7% |
[ 27.0% - 27.5% ] 27.27% | 2,395,254 | 94.5% |
[ 27.5% - 28.0% ] 27.74% | 2,443,121 | 94.7% |
[ 28.0% - 28.5% ] 28.24% | 2,580,586 | 94.4% |
[ 28.5% - 29.0% ] 28.77% | 2,839,832 | 93.7% |
[ 29.0% - 29.5% ] 29.24% | 1,779,160 | 95.2% |
[ 29.5% - 30.0% ] 29.76% | 1,810,195 | 94.3% |
[ 30.0% - 30.5% ] 30.27% | 2,124,015 | 95.0% |
[ 30.5% - 31.0% ] 30.71% | 1,609,917 | 95.2% |
[ 31.0% - 31.5% ] 31.27% | 1,285,499 | 94.4% |
[ 31.5% - 32.0% ] 31.75% | 1,741,956 | 94.7% |
[ 32.0% - 32.5% ] 32.24% | 1,667,251 | 94.9% |
[ 32.5% - 33.0% ] 32.74% | 1,566,005 | 94.2% |
[ 33.0% - 33.5% ] 33.24% | 1,267,532 | 95.1% |
[ 33.5% - 34.0% ] 33.74% | 1,185,254 | 95.2% |
[ 34.0% - 34.5% ] 34.23% | 1,270,821 | 94.8% |
[ 34.5% - 35.0% ] 34.74% | 1,011,959 | 95.4% |
[ 35.0% - 35.5% ] 35.26% | 825,689 | 94.7% |
[ 35.5% - 36.0% ] 35.75% | 957,335 | 95.0% |
[ 36.0% - 36.5% ] 36.24% | 1,112,136 | 94.6% |
[ 36.5% - 37.0% ] 36.76% | 1,040,332 | 94.4% |
[ 37.0% - 37.5% ] 37.24% | 860,125 | 95.4% |
[ 37.5% - 38.0% ] 37.76% | 587,596 | 94.4% |
[ 38.0% - 38.5% ] 38.31% | 781,318 | 94.6% |
[ 38.5% - 39.0% ] 38.74% | 629,016 | 95.3% |
[ 39.0% - 39.5% ] 39.27% | 662,900 | 95.1% |
[ 39.5% - 40.0% ] 39.72% | 816,721 | 94.3% |
[ 40.0% - 40.5% ] 40.31% | 529,695 | 95.7% |
[ 40.5% - 41.0% ] 40.73% | 704,665 | 94.9% |
[ 41.0% - 41.5% ] 41.24% | 647,868 | 95.9% |
[ 41.5% - 42.0% ] 41.75% | 541,007 | 95.7% |
[ 42.0% - 42.5% ] 42.27% | 552,427 | 94.9% |
[ 42.5% - 43.0% ] 42.72% | 762,587 | 94.9% |
[ 43.0% - 43.5% ] 43.24% | 590,225 | 95.2% |
[ 43.5% - 44.0% ] 43.74% | 301,545 | 95.8% |
[ 44.0% - 44.5% ] 44.27% | 363,803 | 94.8% |
[ 44.5% - 45.0% ] 44.76% | 319,330 | 94.9% |
[ 45.0% - 45.5% ] 45.25% | 361,322 | 95.3% |
[ 45.5% - 46.0% ] 45.77% | 270,511 | 95.8% |
[ 46.0% - 46.5% ] 46.25% | 318,985 | 95.9% |
[ 46.5% - 47.0% ] 46.72% | 309,337 | 96.0% |
[ 47.0% - 47.5% ] 47.16% | 306,780 | 95.3% |
[ 47.5% - 48.0% ] 47.77% | 214,030 | 96.7% |
[ 48.0% - 48.5% ] 48.25% | 282,754 | 96.1% |
[ 48.5% - 49.0% ] 48.77% | 216,461 | 95.3% |
[ 49.0% - 49.5% ] 49.26% | 260,592 | 95.4% |
[ 49.5% - 50.0% ] 49.77% | 149,578 | 96.1% |
[ 50.0% - 50.5% ] 50.23% | 136,827 | 96.6% |
[ 50.5% - 51.0% ] 50.76% | 168,819 | 96.1% |
[ 51.0% - 51.5% ] 51.25% | 116,411 | 96.8% |
[ 51.5% - 52.0% ] 51.68% | 129,297 | 96.0% |
[ 52.0% - 52.5% ] 52.26% | 79,049 | 96.5% |
[ 52.5% - 53.0% ] 52.79% | 85,557 | 96.4% |
[ 53.0% - 53.5% ] 53.24% | 77,063 | 94.4% |
[ 53.5% - 54.0% ] 53.77% | 96,788 | 96.6% |
[ 54.0% - 54.5% ] 54.28% | 41,051 | 97.7% |
[ 54.5% - 55.0% ] 54.74% | 79,470 | 96.2% |
[ 55.0% - 55.5% ] 55.27% | 74,390 | 96.6% |
[ 55.5% - 56.0% ] 55.76% | 83,509 | 94.9% |
[ 56.0% - 56.5% ] 56.22% | 73,985 | 96.5% |
[ 56.5% - 57.0% ] 56.81% | 57,254 | 96.1% |
[ 57.0% - 57.5% ] 57.22% | 55,091 | 96.7% |
[ 57.5% - 58.0% ] 57.83% | 46,421 | 95.9% |
[ 58.0% - 58.5% ] 58.28% | 56,113 | 96.8% |
[ 58.5% - 59.0% ] 58.75% | 34,018 | 96.2% |
[ 59.0% - 59.5% ] 59.25% | 36,422 | 96.9% |
[ 59.5% - 60.0% ] 59.75% | 28,275 | 97.5% |
[ 60.0% - 60.5% ] 60.29% | 27,147 | 96.7% |
[ 60.5% - 61.0% ] 60.69% | 21,717 | 97.1% |
[ 61.0% - 61.5% ] 61.19% | 43,105 | 97.3% |
[ 61.5% - 62.0% ] 61.75% | 43,979 | 96.6% |
[ 62.0% - 62.5% ] 62.22% | 29,617 | 98.0% |
[ 62.5% - 63.0% ] 62.71% | 15,470 | 95.1% |
[ 63.0% - 63.5% ] 63.23% | 28,144 | 97.1% |
[ 63.5% - 64.0% ] 63.72% | 26,334 | 96.0% |
[ 64.0% - 64.5% ] 64.18% | 12,751 | 95.8% |
[ 64.5% - 65.0% ] 64.65% | 16,553 | 97.1% |
[ 65.0% - 65.5% ] 65.28% | 5,492 | 95.5% |
[ 65.5% - 66.0% ] 65.72% | 12,846 | 96.6% |
[ 66.0% - 66.5% ] 66.26% | 13,658 | 95.8% |
[ 66.5% - 67.0% ] 66.76% | 7,322 | 97.5% |
[ 67.0% - 67.5% ] 67.20% | 5,836 | 97.9% |
[ 67.5% - 68.0% ] 67.62% | 10,478 | 97.7% |
[ 68.0% - 68.5% ] 68.27% | 12,828 | 97.9% |
[ 68.5% - 69.0% ] 68.71% | 5,212 | 98.8% |
[ 69.0% - 69.5% ] 69.28% | 10,670 | 96.9% |
[ 69.5% - 70.0% ] 69.63% | 4,185 | 99.4% |
[ 70.0% - 70.5% ] 70.31% | 6,306 | 98.2% |
[ 70.5% - 71.0% ] 70.68% | 10,815 | 94.2% |
[ 71.0% - 71.5% ] 71.17% | 1,783 | 97.7% |
[ 71.5% - 72.0% ] 71.71% | 1,930 | 98.7% |
[ 72.0% - 72.5% ] 72.14% | 1,669 | 99.4% |
[ 72.5% - 73.0% ] 72.75% | 2,936 | 99.4% |
[ 73.0% - 73.5% ] 73.26% | 2,087 | 98.0% |
[ 73.5% - 74.0% ] 73.74% | 2,060 | 98.4% |
[ 74.0% - 74.5% ] 74.30% | 1,004 | 98.0% |
[ 74.5% - 75.0% ] 74.82% | 2,756 | 95.7% |
[ 75.0% - 75.5% ] 75.14% | 736 | 96.7% |
[ 75.5% - 76.0% ] 75.78% | 2,147 | 98.0% |
[ 76.0% - 76.5% ] 76.32% | 739 | 99.2% |
[ 76.5% - 77.0% ] 76.63% | 445 | 97.0% |
[ 77.0% - 77.5% ] 77.10% | 1,546 | 99.1% |
[ 77.5% - 78.0% ] 77.77% | 1,849 | 94.5% |
[ 78.0% - 78.5% ] 78.29% | 2,105 | 99.3% |
[ 78.5% - 79.0% ] 78.72% | 592 | 96.6% |
[ 79.0% - 79.5% ] 79.07% | 540 | 98.7% |
[ 79.5% - 80.0% ] 79.87% | 1,381 | 99.0% |
[ 80.0% - 80.5% ] 80.33% | 976 | 89.8% |
[ 80.5% - 81.0% ] 80.76% | 738 | 100.0% |
[ 81.5% - 82.0% ] 81.85% | 744 | 96.9% |
[ 82.0% - 82.5% ] 82.33% | 1,630 | 96.1% |
[ 82.5% - 83.0% ] 82.66% | 248 | 100.0% |
[ 83.0% - 83.5% ] 83.13% | 806 | 99.6% |
[ 83.5% - 84.0% ] 83.77% | 536 | 97.8% |
[ 84.0% - 84.5% ] 84.21% | 342 | 89.3% |
[ 84.5% - 85.0% ] 84.67% | 150 | 100.0% |
[ 85.0% - 85.5% ] 85.29% | 367 | 100.0% |
[ 85.5% - 86.0% ] 85.83% | 120 | 100.0% |
[ 86.0% - 86.5% ] 86.36% | 22 | 100.0% |
[ 86.5% - 87.0% ] 86.75% | 151 | 100.0% |
[ 87.0% - 87.5% ] 87.16% | 257 | 100.0% |
[ 88.0% - 88.5% ] 88.00% | 125 | 90.4% |
[ 88.0% - 88.5% ] 88.12% | 261 | 100.0% |
[ 88.5% - 89.0% ] 88.69% | 513 | 100.0% |
[ 89.5% - 90.0% ] 89.80% | 196 | 100.0% |
[ 90.5% - 91.0% ] 90.76% | 119 | 100.0% |
[ 91.0% - 91.5% ] 91.30% | 46 | 100.0% |
[ 91.5% - 92.0% ] 91.89% | 111 | 100.0% |
[ 92.0% - 92.5% ] 92.08% | 101 | 100.0% |
[ 92.5% - 93.0% ] 92.59% | 108 | 100.0% |
[ 93.5% - 94.0% ] 93.86% | 277 | 100.0% |
[ 94.0% - 94.5% ] 94.12% | 17 | 100.0% |
[ 94.5% - 95.0% ] 94.83% | 58 | 100.0% |
[ 95.0% - 95.5% ] 95.45% | 44 | 100.0% |
[ 96.0% - 96.5% ] 96.30% | 54 | 100.0% |
[ 97.0% - 97.5% ] 97.12% | 139 | 100.0% |
[ 99.5% - 100.0% ] 100.00% | 4,621 | 97.3% |