Cuban 1 or more Vehicles in Household
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Cuban
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1 or more Vehicles in Household
Cuban 1 or more Vehicles in Household
91.5%
1+ VEHICLES AVAILABLE
99.5/ 100
METRIC RATING
76th/ 347
METRIC RANK
Cuban 1 or more Vehicles in Household Correlation Chart
The statistical analysis conducted on geographies consisting of 448,885,353 people shows a poor positive correlation between the proportion of Cubans and percentage of households with 1 or more vehicles available in the United States with a correlation coefficient (R) of 0.177 and weighted average of 91.5%. On average, for every 1% (one percent) increase in Cubans within a typical geography, there is an increase of 0.034% in percentage of households with 1 or more vehicles available.
It is essential to understand that the correlation between the percentage of Cubans 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 Cubans influences an upward or downward trend in the level of percentage of households with 1 or more vehicles available within an area, or if Cubans 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 Cubans by 1 or more Vehicles in Household
In terms of 1 or more vehicles in household, the demographic groups most similar to Cubans are Portuguese (91.6%, a difference of 0.020%), Immigrants from Philippines (91.5%, a difference of 0.040%), Iranian (91.5%, a difference of 0.040%), Immigrants from South Central Asia (91.5%, a difference of 0.060%), and Bolivian (91.5%, a difference of 0.070%).
Demographics | Rating | Rank | 1 or more Vehicles in Household |
Palestinians | 99.7 /100 | #69 | Exceptional 91.7% |
Lithuanians | 99.7 /100 | #70 | Exceptional 91.7% |
Poles | 99.7 /100 | #71 | Exceptional 91.7% |
Cajuns | 99.7 /100 | #72 | Exceptional 91.7% |
Immigrants from Iran | 99.7 /100 | #73 | Exceptional 91.7% |
Immigrants from Lebanon | 99.6 /100 | #74 | Exceptional 91.6% |
Portuguese | 99.5 /100 | #75 | Exceptional 91.6% |
Cubans | 99.5 /100 | #76 | Exceptional 91.5% |
Immigrants from Philippines | 99.4 /100 | #77 | Exceptional 91.5% |
Iranians | 99.4 /100 | #78 | Exceptional 91.5% |
Immigrants from South Central Asia | 99.4 /100 | #79 | Exceptional 91.5% |
Bolivians | 99.4 /100 | #80 | Exceptional 91.5% |
Immigrants from South Eastern Asia | 99.3 /100 | #81 | Exceptional 91.4% |
Lebanese | 99.3 /100 | #82 | Exceptional 91.4% |
Immigrants from England | 99.3 /100 | #83 | Exceptional 91.4% |
Cuban 1 or more Vehicles in Household Correlation Summary
Measurement | Cuban Data | 1 or more Vehicles in Household Data |
Minimum | 0.21% | 79.4% |
Maximum | 100.0% | 100.0% |
Range | 99.8% | 20.6% |
Mean | 32.7% | 92.7% |
Median | 28.2% | 93.3% |
Interquartile 25% (IQ1) | 13.5% | 91.4% |
Interquartile 75% (IQ3) | 50.1% | 95.2% |
Interquartile Range (IQR) | 36.6% | 3.8% |
Standard Deviation (Sample) | 22.9% | 4.4% |
Standard Deviation (Population) | 22.8% | 4.4% |
Correlation Details
Cuban Percentile | Sample Size | 1 or more Vehicles in Household |
[ 0.0% - 0.5% ] 0.21% | 333,468,827 | 90.3% |
[ 0.5% - 1.0% ] 0.69% | 60,504,264 | 89.7% |
[ 1.0% - 1.5% ] 1.21% | 16,860,407 | 91.6% |
[ 1.5% - 2.0% ] 1.71% | 9,827,372 | 92.7% |
[ 2.0% - 2.5% ] 2.24% | 5,679,133 | 92.4% |
[ 2.5% - 3.0% ] 2.73% | 4,782,897 | 93.5% |
[ 3.0% - 3.5% ] 3.24% | 2,353,903 | 93.0% |
[ 3.5% - 4.0% ] 3.73% | 1,879,079 | 93.3% |
[ 4.0% - 4.5% ] 4.22% | 1,153,265 | 91.2% |
[ 4.5% - 5.0% ] 4.71% | 831,362 | 94.0% |
[ 5.0% - 5.5% ] 5.27% | 845,596 | 92.3% |
[ 5.5% - 6.0% ] 5.70% | 731,667 | 94.1% |
[ 6.0% - 6.5% ] 6.28% | 533,132 | 93.5% |
[ 6.5% - 7.0% ] 6.78% | 354,111 | 92.8% |
[ 7.0% - 7.5% ] 7.31% | 458,652 | 92.3% |
[ 7.5% - 8.0% ] 7.75% | 859,815 | 92.0% |
[ 8.0% - 8.5% ] 8.34% | 350,181 | 80.9% |
[ 8.5% - 9.0% ] 8.85% | 339,486 | 91.2% |
[ 9.0% - 9.5% ] 9.27% | 251,121 | 92.7% |
[ 9.5% - 10.0% ] 9.72% | 127,829 | 92.7% |
[ 10.0% - 10.5% ] 10.11% | 282,270 | 95.4% |
[ 10.5% - 11.0% ] 10.76% | 169,765 | 94.6% |
[ 11.0% - 11.5% ] 11.25% | 199,621 | 87.2% |
[ 11.5% - 12.0% ] 11.82% | 85,803 | 95.2% |
[ 12.0% - 12.5% ] 12.15% | 190,194 | 83.4% |
[ 12.5% - 13.0% ] 12.79% | 139,706 | 95.1% |
[ 13.0% - 13.5% ] 13.25% | 253,483 | 89.1% |
[ 13.5% - 14.0% ] 13.75% | 144,579 | 87.2% |
[ 14.0% - 14.5% ] 14.07% | 32,641 | 93.3% |
[ 14.5% - 15.0% ] 14.62% | 100,510 | 93.3% |
[ 15.0% - 15.5% ] 15.14% | 354,114 | 93.3% |
[ 15.5% - 16.0% ] 15.67% | 8,237 | 99.8% |
[ 16.0% - 16.5% ] 16.37% | 56,734 | 93.9% |
[ 16.5% - 17.0% ] 16.66% | 18,035 | 83.7% |
[ 17.0% - 17.5% ] 17.13% | 148,170 | 92.8% |
[ 17.5% - 18.0% ] 17.73% | 84,991 | 97.1% |
[ 18.0% - 18.5% ] 18.15% | 182,547 | 92.6% |
[ 18.5% - 19.0% ] 18.94% | 75,780 | 93.7% |
[ 19.0% - 19.5% ] 19.48% | 13,265 | 95.7% |
[ 19.5% - 20.0% ] 19.81% | 96,744 | 90.8% |
[ 20.0% - 20.5% ] 20.27% | 80,415 | 91.5% |
[ 21.0% - 21.5% ] 21.40% | 53,076 | 97.2% |
[ 21.5% - 22.0% ] 21.70% | 40,853 | 94.4% |
[ 22.0% - 22.5% ] 22.05% | 77,008 | 83.0% |
[ 23.0% - 23.5% ] 23.25% | 701 | 97.9% |
[ 23.5% - 24.0% ] 23.67% | 50,571 | 89.3% |
[ 24.0% - 24.5% ] 24.19% | 62 | 80.0% |
[ 24.5% - 25.0% ] 24.55% | 10,609 | 95.1% |
[ 25.0% - 25.5% ] 25.25% | 123,956 | 94.7% |
[ 25.5% - 26.0% ] 25.70% | 126,156 | 93.3% |
[ 26.0% - 26.5% ] 26.23% | 33,851 | 87.3% |
[ 26.5% - 27.0% ] 26.84% | 56,068 | 81.9% |
[ 27.0% - 27.5% ] 27.20% | 261 | 100.0% |
[ 27.5% - 28.0% ] 27.92% | 15,184 | 94.4% |
[ 28.0% - 28.5% ] 28.15% | 96,294 | 90.9% |
[ 28.5% - 29.0% ] 28.65% | 81,384 | 93.0% |
[ 29.0% - 29.5% ] 29.11% | 35,969 | 92.9% |
[ 29.5% - 30.0% ] 29.72% | 45,100 | 79.4% |
[ 30.5% - 31.0% ] 30.58% | 70,408 | 92.5% |
[ 31.5% - 32.0% ] 31.84% | 112,692 | 96.7% |
[ 32.0% - 32.5% ] 32.04% | 497,852 | 84.2% |
[ 32.5% - 33.0% ] 32.78% | 150,531 | 94.0% |
[ 33.5% - 34.0% ] 33.61% | 81,319 | 94.8% |
[ 34.0% - 34.5% ] 34.13% | 47,255 | 92.9% |
[ 34.5% - 35.0% ] 34.64% | 78,402 | 94.2% |
[ 35.0% - 35.5% ] 35.19% | 147,444 | 96.1% |
[ 35.5% - 36.0% ] 35.76% | 17,902 | 94.4% |
[ 36.0% - 36.5% ] 36.36% | 23,799 | 95.3% |
[ 37.0% - 37.5% ] 37.36% | 4,106 | 100.0% |
[ 37.5% - 38.0% ] 37.56% | 27,084 | 92.7% |
[ 40.0% - 40.5% ] 40.39% | 40,278 | 94.2% |
[ 42.0% - 42.5% ] 42.36% | 88,933 | 92.7% |
[ 42.5% - 43.0% ] 42.98% | 29,570 | 91.6% |
[ 43.0% - 43.5% ] 43.35% | 76,412 | 95.1% |
[ 43.5% - 44.0% ] 43.83% | 105,481 | 96.3% |
[ 44.0% - 44.5% ] 44.15% | 56,791 | 96.5% |
[ 44.5% - 45.0% ] 44.76% | 45,669 | 94.7% |
[ 45.0% - 45.5% ] 45.18% | 35,705 | 92.4% |
[ 45.5% - 46.0% ] 45.68% | 68,602 | 81.9% |
[ 46.0% - 46.5% ] 46.05% | 33,026 | 96.3% |
[ 48.5% - 49.0% ] 48.64% | 81,858 | 87.0% |
[ 49.5% - 50.0% ] 49.52% | 519 | 82.9% |
[ 50.5% - 51.0% ] 50.74% | 3,400 | 96.9% |
[ 51.5% - 52.0% ] 51.73% | 34,335 | 91.3% |
[ 52.0% - 52.5% ] 52.27% | 13,163 | 99.2% |
[ 52.5% - 53.0% ] 52.97% | 29,530 | 98.9% |
[ 53.5% - 54.0% ] 53.91% | 42,710 | 94.7% |
[ 54.5% - 55.0% ] 54.83% | 34,057 | 98.0% |
[ 55.0% - 55.5% ] 55.44% | 19,399 | 92.9% |
[ 56.5% - 57.0% ] 56.95% | 52,661 | 98.1% |
[ 58.0% - 58.5% ] 58.48% | 43,702 | 95.2% |
[ 60.5% - 61.0% ] 60.80% | 52,101 | 91.0% |
[ 61.5% - 62.0% ] 61.83% | 30,621 | 95.1% |
[ 62.0% - 62.5% ] 62.37% | 13,877 | 97.3% |
[ 62.5% - 63.0% ] 62.57% | 55,241 | 96.4% |
[ 63.5% - 64.0% ] 63.81% | 52,851 | 96.0% |
[ 64.0% - 64.5% ] 64.40% | 53,765 | 94.2% |
[ 64.5% - 65.0% ] 64.80% | 24,597 | 93.9% |
[ 67.0% - 67.5% ] 67.07% | 45,620 | 93.4% |
[ 67.5% - 68.0% ] 67.76% | 104,796 | 95.1% |
[ 68.0% - 68.5% ] 68.14% | 10,725 | 96.2% |
[ 69.0% - 69.5% ] 69.21% | 21,076 | 94.7% |
[ 70.0% - 70.5% ] 70.48% | 53,065 | 94.1% |
[ 70.5% - 71.0% ] 70.69% | 22,815 | 95.5% |
[ 75.0% - 75.5% ] 75.16% | 249,779 | 89.7% |
[ 79.0% - 79.5% ] 79.36% | 42,081 | 84.5% |
[ 80.0% - 80.5% ] 80.06% | 71,088 | 87.2% |
[ 81.5% - 82.0% ] 81.85% | 29,830 | 92.0% |
[ 99.5% - 100.0% ] 100.00% | 24 | 100.0% |