Household Income in Block Group 000502-6, Lea County, New Mexico (Block Group)

Household Income Distribution#1

Normalized with respect to a standard interval of $5k. Gray areas represent percentile bands from the block groups in Lea County.
Scope: households in Lea County, Block Group 000502-6, and other block groups in Lea County
Block Group 000502-6
Lea County
Percentile:
0th - 100th
10th - 90th
20th - 80th
30th - 70th
40th - 60th
0%5%10%15%20%Count%> $200k1$150-200k2$125-150k2$100-125k2$75-100k2$60-75k2$50-60k2$45-50k$40-45k$35-40k$30-35k$25-30k$20-25k$15-20k$10-15k< $10k2175.397%5.40%00.000%0%00.000%0%00.000%0%00.000%0%3611.429%11.4%4413.968%14.0%4714.921%14.9%00.000%0%00.000%0%268.254%8.25%00.000%0%00.000%0%4514.286%14.3%6420.317%20.3%3611.429%11.4%

Household Income by Block Group in Lea County

There are 60 block groups in Lea County. This section compares Block Group 000502-6 to the 50 most populous block groups in Lea County and to those entities that contain or substantially overlap with Block Group 000502-6. The least populous of the compared block groups has a population of 766.

Six-Figure Incomes by Block Group#2

Percentage of households with incomes above $100k.
Scope: households in Block Group 000502-6, selected other block groups in Lea County, and entities that contain Block Group 000502-6
< $25k
$25-50k
$50-100k
$100-200k
$200k+
50%0%50%Count#000600-3B.G. 000600-3000703-1B.G. 000703-1000600-2B.G. 000600-2000100-1B.G. 000100-1000600-1B.G. 000600-1000504-1B.G. 000504-1000504-2B.G. 000504-2001004-2B.G. 001004-2000503-3B.G. 000503-3000702-2B.G. 000702-2001003-3B.G. 001003-3001100-3B.G. 001100-3000502-1B.G. 000502-1000503-1B.G. 000503-1West000701-2B.G. 000701-2000704-1B.G. 000704-1000900-1B.G. 000900-1000800-1B.G. 000800-1Hobbs Municipal SchoolsHobbs001100-4B.G. 001100-4United States of AmericaUnited StatesHobbs Metro AreaHobbs AreaLea CountyLeaHobbsMountainZIP Code 88240ZIP 88240001100-5B.G. 001100-5000600-4B.G. 000600-4001005-2B.G. 001005-2001100-2B.G. 001100-2000800-3B.G. 000800-3000504-3B.G. 000504-3000600-7B.G. 000600-7000200-1B.G. 000200-1000502-4B.G. 000502-4001003-4B.G. 001003-4000200-2B.G. 000200-2000502-5B.G. 000502-5New Mexico001003-2B.G. 001003-2000900-3B.G. 000900-3000502Tract 000502001004-1B.G. 001004-1000702-1B.G. 000702-1000503-2B.G. 000503-2001004-3B.G. 001004-3000100-2B.G. 000100-2001005-3B.G. 001005-3000300-3B.G. 000300-3000400-2B.G. 000400-2001005-1B.G. 001005-1000300-4B.G. 000300-4001003-1B.G. 001003-1000502-2B.G. 000502-2000200-3B.G. 000200-3000502-6B.G. 000502-6000600-6B.G. 000600-6000300-1B.G. 000300-1000400-1B.G. 000400-1-16.666667%-0.000000%-9.126984%-25.793651%26%71.031746%3.174603%74.206349%74%1871-27.101631%-8.531995%-11.417817%-47.051443%47%37.641154%15.307403%52.948557%53%4222-18.006431%-5.144695%-24.758842%-47.909968%48%25.080386%27.009646%52.090032%52%1623-11.148649%-17.567568%-19.256757%-47.972973%48%52.027027%0.000000%52.027027%52%1544-28.571429%-12.169312%-8.730159%-49.470899%49%36.507937%14.021164%50.529101%51%1915-40.528634%-5.947137%-3.083700%-49.559471%50%47.136564%3.303965%50.440529%50%2296-26.415094%-13.679245%-14.150943%-54.245283%54%30.345912%15.408805%45.754717%46%2917-16.049383%-9.259259%-36.625514%-61.934156%62%33.127572%4.938272%38.065844%38%1858-28.942116%-19.161677%-16.167665%-64.271457%64%28.742515%6.986028%35.728543%36%1799-32.627119%-13.135593%-19.491525%-65.254237%65%34.745763%0.000000%34.745763%35%8210-37.797619%-13.095238%-15.476190%-66.369048%66%24.702381%8.928571%33.630952%34%11311-28.459530%-21.671018%-16.971279%-67.101828%67%23.498695%9.399478%32.898172%33%12612-11.003236%-14.886731%-45.631068%-71.521036%72%28.478964%0.000000%28.478964%28%8813-39.384117%-28.363047%-3.889789%-71.636953%72%18.314425%10.048622%28.363047%28%17514-30.184617%-21.973788%-20.203518%-72.361923%72%20.878868%6.759208%27.638077%28%7,241,1497.24M-50.704225%-13.521127%-8.450704%-72.676056%73%21.126761%6.197183%27.323944%27%9715-41.683367%-17.635271%-14.729459%-74.048096%74%23.947896%2.004008%25.951904%26%25916-33.818182%-20.727273%-20.363636%-74.909091%75%21.090909%4.000000%25.090909%25%6917-40.833333%-21.388889%-12.777778%-75.000000%75%23.888889%1.111111%25.000000%25%9018-33.551259%-18.152733%-23.320351%-75.024343%75%20.336625%4.639032%24.975657%25%3,591-36.336336%-21.921922%-17.117117%-75.375375%75%22.222222%2.402402%24.624625%25%8219-29.966666%-23.121086%-22.339882%-75.427634%75%18.905615%5.666751%24.572366%25%28,925,66528.9M-33.483428%-20.778015%-22.328475%-76.589917%77%19.306471%4.103612%23.410083%23%5,043-33.483428%-20.778015%-22.328475%-76.589917%77%19.306471%4.103612%23.410083%23%5,043-32.725519%-18.497414%-25.589550%-76.812484%77%18.558780%4.628737%23.187516%23%2,645-31.631616%-24.338122%-21.520084%-77.489823%77%18.084130%4.426047%22.510177%23%1,901,6371.90M-33.305989%-18.933552%-25.299426%-77.538966%78%18.277276%4.183757%22.461034%22%2,738-27.884615%-41.025641%-8.974359%-77.884615%78%19.871795%2.243590%22.115385%22%6920-19.072165%-12.886598%-46.391753%-78.350515%78%17.783505%3.865979%21.649485%22%8421-34.640523%-21.895425%-21.895425%-78.431373%78%21.568627%0.000000%21.568627%22%6622-28.947368%-25.939850%-24.060150%-78.947368%79%18.796992%2.255639%21.052632%21%5623-39.194139%-18.315018%-21.978022%-79.487179%79%19.047619%1.465201%20.512821%21%5624-54.761905%-11.564626%-13.265306%-79.591837%80%10.884354%9.523810%20.408163%20%6025-33.992095%-31.620553%-14.624506%-80.237154%80%19.762846%0.000000%19.762846%20%5026-39.256198%-19.421488%-21.900826%-80.578512%81%19.421488%0.000000%19.421488%19%4727-49.208861%-14.873418%-17.405063%-81.487342%81%12.025316%6.487342%18.512658%19%11728-25.704225%-31.338028%-24.647887%-81.690141%82%10.915493%7.394366%18.309859%18%5229-19.471154%-16.826923%-45.673077%-81.971154%82%18.028846%0.000000%18.028846%18%7530-60.887949%-8.456660%-12.684989%-82.029598%82%17.970402%0.000000%17.970402%18%8531-28.364791%-24.948889%-28.736307%-82.049987%82%14.815534%3.134479%17.950013%18%136,878137k-42.388060%-28.059701%-11.641791%-82.089552%82%13.731343%4.179104%17.910448%18%6032-38.167939%-26.335878%-18.320611%-82.824427%83%16.412214%0.763359%17.175573%17%4533-42.633229%-14.823108%-25.526198%-82.982535%83%14.420063%2.597403%17.017465%17%380-20.402299%-37.356322%-25.287356%-83.045977%83%16.954023%0.000000%16.954023%17%5934-35.779817%-42.813456%-5.198777%-83.792049%84%16.207951%0.000000%16.207951%16%5335-45.535714%-13.392857%-25.000000%-83.928571%84%10.416667%5.654762%16.071429%16%5436-40.721649%-34.793814%-8.505155%-84.020619%84%12.113402%3.865979%15.979381%16%6237-30.370370%-27.407407%-30.123457%-87.901235%88%8.888889%3.209877%12.098765%12%4938-43.921569%-20.980392%-24.117647%-89.019608%89%10.980392%0.000000%10.980392%11%5639-31.930693%-7.178218%-50.742574%-89.851485%90%10.148515%0.000000%10.148515%10%4140-30.684932%-15.890411%-43.561644%-90.136986%90%7.123288%2.739726%9.863014%10%3641-33.333333%-24.842767%-32.704403%-90.880503%91%9.119497%0.000000%9.119497%9%2942-46.049046%-30.517711%-14.713896%-91.280654%91%8.719346%0.000000%8.719346%9%3243-22.564103%-43.846154%-24.871795%-91.282051%91%5.897436%2.820513%8.717949%9%3444-55.087719%-13.333333%-24.912281%-93.333333%93%6.666667%0.000000%6.666667%7%1945-44.730077%-24.935733%-24.164524%-93.830334%94%6.169666%0.000000%6.169666%6%2446-25.396825%-23.174603%-46.031746%-94.603175%95%0.000000%5.396825%5.396825%5%1747-39.015152%-51.515152%-6.060606%-96.590909%97%3.409091%0.000000%3.409091%3%948-19.452888%-45.896657%-31.610942%-96.960486%97%3.039514%0.000000%3.039514%3%1049-20.758123%-24.007220%-53.429603%-98.194946%98%1.805054%0.000000%1.805054%2%1050

Definitions

  • Household Income: total income from all people in the household
  • Median: in terms of income, it is the income for which 50% of households have a lower income, and 50% have a higher income
  • Percentile: for example, the 80th percentile of household income is the income for which 80% of household have a lower income and 20% have a higher income
  • Quintile: a quintile is 20% of a population, grouped by percentile; for example, the 2nd quintile is all members of a population between the 20th and 40th percentiles
  • Gini Index: a statistical measure of how unevenly income is distributed in a population (ranging from 0% to 100%, the higher the number, the greater the inequality)

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