Robert Smith
Coldwell Banker Realty
(513) 599-1654
329 Total Sales
14 in Clifton
$71K - $350K Price Range
Estimated Value: $137,281
This home is located at 3471 Vine St, Cincinnati, OH 45220 and is currently estimated at $137,281, approximately $119 per square foot. 3471 Vine St is a home located in Hamilton County with nearby schools including Rockdale Academy, Robert A. Taft Information Technology High School, and Clark Montessori High School.
Robert Smith
Coldwell Banker Realty
(513) 599-1654
329 Total Sales
14 in Clifton
$71K - $350K Price Range
Cindy Shetterly
Keller Williams Realty Service
(513) 866-3124
525 Total Sales
2 in Clifton
$230K - $330K Price Range
David Welch
Comey & Shepherd REALTORS
(513) 547-3744
30 Total Sales
5 in Clifton
$125K - $309K Price Range
Maria Walley
Comey & Shepherd
(513) 854-0440
101 Total Sales
4 in Clifton
$145K - $757K Price Range
Sheila Holmes Howard
OwnerLand Realty, Inc.
(513) 854-0224
49 Total Sales
8 in Clifton
$5K - $373K Price Range
John Payne
Keller Williams Advisors
(513) 952-8272
60 Total Sales
2 in Clifton
$239K - $270K Price Range
We collect this data history from publicly available records. To have your information removed, we recommend requesting removal directly through your county’s website.
| Year | Tax Paid | Tax Assessment Tax Assessment Total Assessment is a certain percentage of the fair market value that is determined by local assessors to be the total taxable value of land and additions on the property. | Land | Improvement |
|---|---|---|---|---|
| 2025 | $1,144 | $18,267 | $3,451 | $14,816 |
| 2023 | $1,135 | $18,267 | $3,451 | $14,816 |
| 2022 | $851 | $12,219 | $3,437 | $8,782 |
| 2021 | $814 | $12,219 | $3,437 | $8,782 |
| 2020 | $837 | $12,219 | $3,437 | $8,782 |
| 2019 | $855 | $11,421 | $3,213 | $8,208 |
| 2018 | $856 | $11,421 | $3,213 | $8,208 |
| 2017 | $813 | $11,421 | $3,213 | $8,208 |
| 2016 | $809 | $11,197 | $2,569 | $8,628 |
| 2015 | $730 | $11,197 | $2,569 | $8,628 |
| 2014 | $735 | $11,197 | $2,569 | $8,628 |
| 2013 | $930 | $13,997 | $3,213 | $10,784 |
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