Bonds Hill
Bonds Hill is a peak in Town of North Brookfield, Worcester, Massachusetts and has an elevation of 886 feet. Bonds Hill is situated nearby to the town North Brookfield, as well as near the hamlet Hillsville.Places in the Area
Nearby places include North Brookfield and Brookfields.
North Brookfield
Town
Photo: LymanSchool, CC BY-SA 3.0.
North Brookfield is a town in Worcester County, Massachusetts, United States. The population was 4,735 at the 2020 census. The town includes the census-designated place of North Brookfield.
Brookfields
East Brookfield
Town
Photo: LymanSchool, CC BY-SA 3.0.
East Brookfield is a town in Worcester County, Massachusetts, United States. The population was 2,224 at the 2020 United States Census. The census-designated place of East Brookfield is located in the town.
Bonds Hill
- Type: Peak with an elevation of 886 feet
- Description: mountain in Massachusetts, United States of America
- Categories: mountain and landform
- Location: Town of North Brookfield, Worcester, Massachusetts, New England, United States, North America
- View on OpenStreetMap
Latitude
42.27926° or 42° 16′ 45″ northLongitude
-72.04952° or 72° 2′ 58″ westElevation
886 feet (270 metres)Open location code
87J97XH2+P5OpenStreetMap ID
node 358268664OpenStreetMap feature
natural=peak
This page is based on OpenStreetMap, GeoNames, Wikidata, and Wikimedia Commons.
We’d love your help improving our open data sources. Thank you for contributing.
Satellite Map
Discover Bonds Hill from above in high-definition satellite imagery.
In Other Languages
From Cebuano to Dutch—“Bonds Hill” goes by many names.
- Cebuano: “Bonds Hill”
- Dutch: “Bonds Hill”
Places with the Same Name
Discover other places named “Bonds Hill”.
Localities in the Area
Explore places such as Hillsville and Lower Wire Village.
Notable Places Nearby
Highlights include North Brookfield and Horse Pond Brook Reservoir.
Massachusetts: Must-Visit Destinations
Delve into Boston, Cambridge, Springfield, and Worcester.
Curious Peaks to Discover
Uncover intriguing peaks from every corner of the globe.