Compare towns
Bradford vs Cornwall vs Ripton
Cost, people, housing, commute and schools, side by side, each benchmarked against Vermont.
What stands out worked out from the figures below
Bradford has the most affordable homes ($259k median).
Cornwall has the most people working from home (24.4%).
Ripton has grown the fastest since 2010 (+25.7%).
What matters to you?
Pick a few. We’ll pull those rows to the top and mark which town comes out ahead on each. There’s no overall score: what matters is up to you.
| Measure | Bradford | Cornwall | Ripton |
|---|---|---|---|
| Your priorities | |||
| People | |||
| Population | 2,827Highest |
1,208 |
508Lowest |
| Growth since 20102010 → 2020 census | -0.3%Lowest VT: +2.8% |
+1.9% VT: +2.8% |
+25.7%Highest VT: +2.8% |
| Median age | 42.7±3.1Lowest about the VT average |
50.4±4.6Highest 17% above VT |
47.7±14.2 11% above VT |
| Cornwall and Ripton are within the Census margin of error here, so we can’t say which is really higher. | |||
| Kids under 18 | 20.1%±5.7Highest VT: 17.9% |
18.7%±3 VT: 17.9% |
11.8%±6.3Lowest VT: 17.9% |
| Bradford and Cornwall are within the Census margin of error here, so we can’t say which is really higher. | |||
| Age 65+ | 22.9%±5.8Lowest VT: 21.4% |
25.7%±6.1 VT: 21.4% |
30.5%±7.1Highest VT: 21.4% |
| Ripton and Cornwall are within the Census margin of error here, so we can’t say which is really higher. | |||
| Bachelor’s degree+adults 25+ | 36.2%Lowest VT: 43.8% |
54.7%Highest VT: 43.8% |
48% VT: 43.8% |
| Enrolled in collegeshare of residents | 0.7%±1Lowest VT: 7% |
3.7%±3.1 VT: 7% |
20.1%±6.3Highest VT: 7% |
| Cost of living | |||
| Household incomemedian | $108,162±$15kLowest 33% above VT |
$114,583±$32kHighest 41% above VT |
$112,917±$15k 39% above VT |
| Cornwall and Ripton are within the Census margin of error here, so we can’t say which is really higher. | |||
| Home valuemedian, owner-occupied | $258,600±$30kLowest 18% below VT |
$458,000±$49kHighest 45% above VT |
$394,400±$61k 25% above VT |
| Cornwall and Ripton are within the Census margin of error here, so we can’t say which is really higher. | |||
| Rentmedian gross, monthly | $1,221±$808Highest about the VT average |
$1,125±$206Lowest 9% below VT |
— |
| Bradford and Cornwall are within the Census margin of error here, so we can’t say which is really higher. | |||
| Property taxmedian, yearly | $4,472Lowest 11% below VT |
$6,726Highest 33% above VT |
$4,915 about the VT average |
| Renters paying 30%+of income on rent | 27.9%±23.4Lowest VT: 48.4% |
61.9%±65.5Highest VT: 48.4% |
52.9%±100 VT: 48.4% |
| Cornwall and Ripton are within the Census margin of error here, so we can’t say which is really higher. | |||
| Below poverty line | 2.8% VT: 10.1% |
0.8%Lowest VT: 10.1% |
8.6%Highest VT: 10.1% |
| Housing | |||
| Homeownersof occupied homes | 87.1%Lowest VT: 73.2% |
94.3%Highest VT: 73.2% |
90.9% VT: 73.2% |
| Typical home builtmedian year | 1976Highest same as VT |
1976Highest same as VT |
1973Lowest 3 yrs older than VT |
| Getting to work | |||
| Average commuteone way | 25 minHighest 4% above VT |
24 minLowest about the VT average |
24 min about the VT average |
| Work from home | 7.7%±5.8Lowest VT: 16.9% |
24.4%±6.6Highest VT: 16.9% |
17.2%±8.7 VT: 16.9% |
| Cornwall and Ripton are within the Census margin of error here, so we can’t say which is really higher. | |||
| Schools | |||
| Public school scoresrank in state, math + reading | #45 of 70 in VT | — | — |
| School district | Oxbow Unified Union School District #91 | Addison Central Unified Union School District #55 | Addison Central Unified Union School District #55 |
| High school in town | Oxbow Union High School | None in town | None in town |
| Students per teacherat that high school | 9.5 |
— | — |
| On TownTapestry | |||
| Old photos in History | None yet | None yet | None yet |
VT average · Sources: U.S. Census Bureau, American Community Survey 5-year estimates 2020–2024; 2010 & 2020 decennial census; NCES Common Core of Data. “±” is the Census margin of error. Property tax is top-coded by the Census at $10,000+. School rank compares math and reading proficiency against the state average.