Skip to main content

1606 Cherry Ave
Canton, OH 44714

Sold 3/31/2017
  • 3
    beds
  • 1
    partial bath
Single Family Home

Well maintained 3 bedroom bungalow. Freshly painted, beautiful flooring, partial fenced-in yard. Shower in basement, breezeway to garage. This is a great home to own for less than rent.

Property Details
  • Canton CSD
    school district
  • Bungalow
    architecture
  • $821.00
    taxes
  • 1948
    built
  • 1.5
    stories
  • 3878925
    MLS#
Forced air heat
Natural gas heat
Full basement
School district: Canton CSD
One car garage
Detached garage
Aluminum siding
Lot acreage is: 0.1170
Lot dimension is: 55x93
Lot has city view
Asphalt roof
Unpaved driveway
Public sewer
Public water
Property style: bungalow
Master bedroom is 11.00 x 10.00
Master Bedroom Level: First
Bedroom 1 is 10.00 x 9.00
Bedroom 1 Level: First
Bedroom 2 is 9.00 x 18.00
Bedroom 2 Level: Second
Kitchen is 10.00 x 10.00
Kitchen Level: First
Living Room is 18.00 x 10.00
Living Room Level: First
Courtesy of:
Hayes Realty

Call (855) 464-2662

855-GO-HANNA
We are standing by to assist you.
or
Get more info or schedule a showing:
Name Type GreatSchools
Rating
Distance
Belle Stone Elementary School * Pre-School, Elementary School / Public N/A 0.57 mi.
Canton Montessori School * Pre-School, Elementary School / Private N/A 0.24 mi.
Gibbs Elementary School * Pre-School, Elementary School / Public 2 0.41 mi.
St. Peter Elementary School * Pre-School, Elementary School / Private N/A 0.92 mi.
Barbara F Schreiber Elementary School * Elementary School / Public N/A 0.56 mi.
Brighten Heights Charter School Of Canton * High School / Public N/A 0.62 mi.
Address Distance Sale date Sale price
1606 Cherry Ave 0 mi. 3/31/2017 $52,900
510 16th St 0.04 mi. 6/28/2018 $40,000
606 16th St 0.06 mi. 5/1/2017 $50,000
1612 Gibbs Ave 0.26 mi. 9/26/2018 $60,000
1423 Miami Ct 0.29 mi. 7/13/2018 $44,900
1118 18th St 0.33 mi. 7/18/2018 $40,000
{"markerType": "ForSale", "lat": "40.81521", "lng": "-81.36728", "Address": "1606 Cherry Ave", "City": "Canton", "StateProv": "OH", "ZipCode": "44714"}
{"markerType": "Sold", "lat": "40.81521", "lng": "-81.36728", "Address": "1606 Cherry Ave", "City": "Canton", "StateProv": "OH", "ZipCode": "44714"}
{"markerType": "Sold", "lat": "40.81474", "lng": "-81.36699", "Address": "510 16th St", "City": "Canton", "StateProv": "OH", "ZipCode": "44714"}
{"markerType": "Sold", "lat": "40.8147", "lng": "-81.36644", "Address": "606 16th St", "City": "Canton", "StateProv": "OH", "ZipCode": "44714"}
{"markerType": "Sold", "lat": "40.81474", "lng": "-81.3623", "Address": "1612 Gibbs Ave", "City": "Canton", "StateProv": "OH", "ZipCode": "44705"}
{"markerType": "Sold", "lat": "40.81202", "lng": "-81.36374", "Address": "1423 Miami Ct", "City": "Canton", "StateProv": "OH", "ZipCode": "44714"}
{"markerType": "Sold", "lat": "40.81728", "lng": "-81.36166", "Address": "1118 18th St", "City": "Canton", "StateProv": "OH", "ZipCode": "44705"}
Loading Map: Please Wait
Canton Real Estate Market in 44714
45
Properties for sale right now
$92,964
Average sale price
Mortgage Help
Howard Hanna Mortgage Services

Get pre-qualified for a mortgage now with Howard Hanna Mortgage Services.

Get Pre-Qualified
Property Alerts

Be the first to know when properties in this area and price range hit the market.

Get alerts
1606 Cherry Avenue, Canton, OH 44714 is a 3 bedroom, 1.5 bath single family home was sold for $52,900.
The data relating to real estate for sale on this website comes in part from the Internet Data Exchange program of CRIS. Real estate listings held by brokerage firms other than Howard Hanna are marked with the Internet Data Exchange logo and detailed information about them includes the name of the listing broker(s).
School ratings are supplied by GreatSchools. School attendance zone boundaries are supplied by Maponics. Both are subject to change.

* indicates a school is in close proximity to this home, but this home is not guaranteed to fall within the school's attendance zone boundaries. Check with the applicable school district prior to making a decision based on these boundaries.