68 Land Opportunities in Columbus, OH
Last updated: May 24, 2026
Browse land opportunities in Columbus, OH. These are MLS-listed vacant land parcels filtered by HiddenDealPro's algorithm for investor potential.
Not sure how we identify these? Read our methodology.
Market Stats
Updated May 24, 2026
Total listings
68
Price range
$1 – $3.0M
By price range
Top zip codes
2782 Sandusky St
Grove City, OH 43123
22,215.6 sqft
$169,000
$331,373/acre
0 E Walnut St
New Albany, OH 43054
26.91 acres
$3,000,000
$111,483/acre
4948 E Walnut St Lot 1
Westerville, OH 43081
8.49 acres
$850,000
$100,118/acre
2750 Lauffer Ravines Dr
Columbus, OH 43231
1.66 acres
$399,900
$240,904/acre
132-136 Highland Ave
Columbus, OH 43085
40,075.2 sqft
$1,250,000
$1,358,696/acre
0 Sancus Blvd
Westerville, OH 43081
3.49 acres
$1,995,000
$571,633/acre
2790 Bulen Ave
Columbus, OH 43207
23,086.8 sqft
$85,000
$160,377/acre
More opportunities in Columbus
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Frequently asked questions
What types of land are included?
This list includes MLS-listed vacant land parcels. Parcel types vary — lot sizes, zoning, and permitted uses differ by listing. Always verify zoning and permitted uses with the local authority before purchasing.
Are these properties off-market?
No. All parcels shown are MLS-listed and publicly available through real estate agents.
How is acreage calculated?
Acreage is sourced from MLS data. Where not directly available, it is estimated from square footage (1 acre = 43,560 sqft). Always verify with the county assessor before purchasing.
How often is this list updated?
Daily. The timestamp at the top of the page reflects the most recent data refresh.
What financing options exist for land?
Land financing is typically more restrictive than residential. Options include cash, land loans (higher rates, lower LTV), seller financing, or hard money. Consult a lender familiar with land transactions.
How do I see the full list?
The full list is available to REI Labs Elite members at $97/mo.
Data sourced from public MLS records and filtered by HiddenDealPro's algorithm. How we find these.