1777 Binbrook Road
Columbus, OH 43227

$80,000
Est. Mortgage: $299/mo
Get Pre-Qualified
Contingent
  • 3
    beds
  • 1
    bath
  • 1,344
    sq.ft.
Single Family Home

Cozy home with a custom brick fireplace,new carpeting is being installed.Very nice home!

Property Details
  • COLUMBUS CSD 2503 FRA CO.
    school district
  • Bi-Level
    architecture
  • $1,280.00
    taxes
  • 1965
    built
  • 217019157
    MLS#
Electric range
Microwave oven
Dishwasher
Woodburning fireplace(s)
Central air
Forced air heat
Trash compactor
Carpet
Partial basement
School district: COLUMBUS CSD 2503 FRA CO.
Off street parking
Vinyl siding
Insulated windows
Lot acreage is: 0.14
Total square feet: 1344.00
Tax year: 2016
Great Room
Rec Room
Courtesy of:
HER, Realtors
Don P Anderson
(614) 864-7400

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
Scottwood Elementary School Pre-School, Elementary School / Public 4 0.36 mi.
Johnson Park Middle School Middle School / Public 4 0.96 mi.
Walnut Ridge High School High School / Public 1 2.27 mi.
Easthaven Elementary School * Pre-School, Elementary School / Public 3 0.76 mi.
Southeast Christian Academy * Elementary School / Private N/A 0.39 mi.
Whitehall Preparatory And Fitness Academy * Elementary School, Middle School / Public 4 0.76 mi.
Address Distance Sale date Sale price
3322 Penfield Road 0.12 mi. 12/5/2016 $80,250
1804 Wyton Court 0.14 mi. 3/31/2017 $61,000
3414 Penfield Road 0.15 mi. 2/28/2017 $70,000
3262 Penfield Road 0.16 mi. 8/15/2017 $90,000
3311 Liv Moor Drive 0.2 mi. 5/6/2016 $75,000
1625 BARNETT Road 0.22 mi. 3/10/2017 $71,000
{"markerType": "ForSale", "lat": "39.93562", "lng": "-82.90459", "Address": "1777 Binbrook Road", "City": "Columbus", "StateProv": "OH", "ZipCode": "43227"}
{"markerType": "Sold", "lat": "39.93401", "lng": "-82.9052", "Address": "3322 Penfield Road", "City": "Columbus", "StateProv": "OH", "ZipCode": "43227"}
{"markerType": "Sold", "lat": "39.93531", "lng": "-82.90191", "Address": "1804 Wyton Court", "City": "Columbus", "StateProv": "OH", "ZipCode": "43227"}
{"markerType": "Sold", "lat": "39.93397", "lng": "-82.90272", "Address": "3414 Penfield Road", "City": "Columbus", "StateProv": "OH", "ZipCode": "43227"}
{"markerType": "Sold", "lat": "39.93403", "lng": "-82.9068", "Address": "3262 Penfield Road", "City": "Columbus", "StateProv": "OH", "ZipCode": "43227"}
{"markerType": "Sold", "lat": "39.9382", "lng": "-82.90623", "Address": "3311 Liv Moor Drive", "City": "Columbus", "StateProv": "OH", "ZipCode": "43227"}
{"markerType": "Sold", "lat": "39.93817", "lng": "-82.90697", "Address": "1625 BARNETT Road", "City": "Columbus", "StateProv": "OH", "ZipCode": "43227"}
Loading Map: Please Wait
Columbus Real Estate Market in 43227
71
Properties for sale right now
$77,890
Average sale price
Mortgage Help
Howard Hanna Mortgage Services

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

Mortgage information provided by:
Joseph Midea
Mortgage Loan Originator
Direct Phone (440) 759-0855
NMLS# 1047337
Get Pre-Qualified

The approximate monthly principal & interest payment for this property would be $298.80.

This payment is based on a 30-year loan at a fixed rate of 3.750 % - APR 3.816 % with a down payment of $16,000. Actual lender interest rates and loan programs may vary. Loans with lower down payments are available.

Use our Mortgage Payment Calculator to determine a more exact payment estimate.

Property Alerts

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

Get alerts
1777 Binbrook Road, Columbus, OH 43227 is a 3 bedroom, 1 bath single family home offered for sale at $80,000.
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.