Cheshire
Census-designated place in Lane County, Oregon
Cheshire is an unincorporated community (census-designated place) in Lane County, Oregon, with 329 residents (2020 Census). It sits at 338 ft (103 m) above sea level. The nearest town is Junction City, 4.4 miles E.
- 329residents (2020 Census)
- 338 ftelevation · 103 m
- 0.5 sq miland area · 1.2 km²
- 700 / sq mipopulation density
- 97448ZIP code
About Cheshire
Cheshire is an unincorporated community and census-designated place (CDP) in Lane County, Oregon, United States. As of the 2020 census, Cheshire had a population of 329. It is located near the Long Tom River and is southwest of Junction City on Oregon Route 36.
Text: Wikipedia · CC BY-SA 4.0
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Open in Google Maps ›Cheshire, OR population
Cheshire had 329 residents in the 2020 Census.
| 2020 Census | 329 |
|---|---|
| Density | 700 per sq mi (270 per km²) |
Source: U.S. Census Bureau, Decennial Census.
Cheshire at a glance
| State | Oregon (OR) |
|---|---|
| County | Lane County |
| Type | Census-designated place |
| Population | 329 (2020) |
| Land area | 0.47 sq mi (1.2 km²) |
| Elevation | 338 ft (103 m) |
| Coordinates | 44.1901° N, 123.2834° W |
| ZIP code | 97448 |
| Census code (GEOID) | 4113000 |
Sources: U.S. Census Bureau (Gazetteer, ZCTA), USGS GNIS, Wikidata.
Towns near Cheshire
- Junction City4.4 mi E
- Harrisburg8.2 mi NE
- Monroe8.8 mi N
- Elmira9.0 mi SW
- Santa Clara9.0 mi SE
- Veneta10.4 mi S
- Alpine10.5 mi NW
- River Road10.5 mi SE
- Coburg11.8 mi E
- Eugene12.3 mi SE
- Bellfountain12.6 mi N
- Halsey15.9 mi NE
Straight-line distance between town centers.
Frequently asked questions about Cheshire
What county is Cheshire in?
Cheshire is in Lane County, Oregon.
What is the population of Cheshire, OR?
329 people lived in Cheshire at the 2020 Census.
What is the ZIP code of Cheshire, OR?
The ZIP code of Cheshire is 97448.
What is the elevation of Cheshire?
338 feet (103 m) above sea level.
What towns are near Cheshire?
Junction City (4.4 mi), Harrisburg (8.2 mi), Monroe (8.8 mi), Elmira (9.0 mi), Santa Clara (9.0 mi).
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