West Akron (in Summit County, OH) Populated Place Profile

Akron Local Links & Resources:
Hotels | Resources | ALL Akron Content

West Akron (GNIS FID: 1049304) is a populated place LOCATED WITHIN the City of Akron. In turn, the City of Akron is located within Summit County.

West Akron is located at latitude 41.075 and longitude -81.548. The elevation of West Akron is 994 feet above mean sea level.

Since West Akron is located within the City of Akron, all of the census and demographic data for residents of West Akron are included as part of the information reported for City of Akron in the "Data" tab above.

In similar fashion, ALL OF THE NAVIGATION TABS ABOVE ARE FOR THE City of Akron Community Profile.

Summit County: Subdivisions (MCDs) | Cities & Towns | ZIP Codes | Features (airports, churches, hospitals, etc.)

Neighborhood Data

Address Based Hyperlocal Data Input an address and get data & demographics for the pertinent census block group (CBG), a searchable map and a customized directory. The CBG is the smallest geographical unit used by the Census Bureau for reporting certain data.


Search the map for:

BIG Map | Driving Directions | Data Source - USGS GNIS FID: 1049304

BOUNDARY MAPS: City of Akron | Summit County

Nearby Cities, Towns & Census Designated Places

Akron, OH (1.4 miles ENE)
Portage Lakes, OH (4.7 miles SSE)
Fairlawn, OH (4.9 miles NW)
Cuyahoga Falls, OH (5.3 miles NE)
Barberton, OH (5.3 miles SW)
Norton, OH (5.6 miles WSW)
Norton, OH (5.6 miles WSW)
Tallmadge, OH (5.8 miles ENE)
Tallmadge, OH (5.8 miles ENE)
Sawyerwood, OH (6.1 miles ESE)

Nearby Neighborhoods, Subdivisions & Other Small Populated Places

Maple Valley, OH (1.4 miles WNW)
Summit Beach Park, OH (1.4 miles SSE)
South Akron, OH (1.9 miles ESE)
Halo, OH (1.9 miles S)
Kenmore, OH (2.4 miles SSW)
Arlington, OH (2.7 miles E)
Lawndale, OH (2.7 miles SW)
Nemes Trailer Park, OH (3.1 miles SSE)
East Akron, OH (3.1 miles E)
Firestone Park, OH (3.1 miles SSE)

Ohio Research Tools

Ohio Census Data Comparison Tool

Compare Ohio Census Data
Highest or Lowest: