Richard Morales
Coldwell Banker Realty
(513) 586-5101
65 Total Sales
1 in Bond Hill
$230,000 Price
Estimated Value: $105,563 - $193,000
This home is located at 1412 California Ave, Cincinnati, OH 45237 and is currently estimated at $154,141, approximately $116 per square foot. 1412 California Ave is a home located in Hamilton County with nearby schools including Bond Hill Academy Elementary School, Shroder High School, and Clark Montessori High School.
Richard Morales
Coldwell Banker Realty
(513) 586-5101
65 Total Sales
1 in Bond Hill
$230,000 Price
Tracy Winkler
Comey & Shepherd
(513) 808-9789
158 Total Sales
2 in Bond Hill
$195K - $599K Price Range
Kiley Johnson
Coldwell Banker Heritage
(513) 655-2230
84 Total Sales
1 in Bond Hill
$300,000 Price
Jordan Fiore
eXp Realty
(513) 440-3306
118 Total Sales
5 in Bond Hill
$257K - $307K Price Range
Alex Wagner
Coldwell Banker Realty
(513) 854-1091
254 Total Sales
6 in Bond Hill
$150K - $250K Price Range
Adam Minehart
NavX Realty, LLC
(937) 717-3860
99 Total Sales
1 in Bond Hill
$175,000 Price
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 | $574 | $19,261 | $3,143 | $16,118 |
| 2024 | $560 | $19,261 | $3,143 | $16,118 |
| 2023 | $624 | $19,261 | $3,143 | $16,118 |
| 2022 | $139 | $10,647 | $2,688 | $7,959 |
| 2021 | $117 | $10,647 | $2,688 | $7,959 |
| 2020 | $136 | $10,647 | $2,688 | $7,959 |
| 2019 | $93 | $9,951 | $2,513 | $7,438 |
| 2018 | $93 | $9,951 | $2,513 | $7,438 |
| 2017 | $80 | $9,951 | $2,513 | $7,438 |
| 2016 | $213 | $11,901 | $2,643 | $9,258 |
| 2015 | $772 | $11,901 | $2,643 | $9,258 |
| 2014 | $778 | $11,901 | $2,643 | $9,258 |
| 2013 | $807 | $12,142 | $2,695 | $9,447 |
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