Rebecca Cope
RE/MAX Infinity
(234) 299-1557
228 Total Sales
3 in Norton
$160K - $315K Price Range
Estimated Value: $124,000 - $166,000
This home is located at 1033 Perry Ave, Barberton, OH 44203 and is currently estimated at $145,752, approximately $202 per square foot. 1033 Perry Ave is a home located in Summit County with nearby schools including Norton Primary Elementary School, Norton Middle School, and Norton High School.
Rebecca Cope
RE/MAX Infinity
(234) 299-1557
228 Total Sales
3 in Norton
$160K - $315K Price Range
Michael Payne
Cutler Real Estate
(234) 386-8929
76 Total Sales
1 in Norton
$221,750 Price
Kenneth Gray
Gray Estates, LLC
(234) 901-3656
122 Total Sales
2 in Norton
$208K - $390K Price Range
Heather Dimitrov
Keller Williams Elevate
(234) 386-8684
234 Total Sales
2 in Norton
$180K - $305K Price Range
Angie Hartong
High Point Real Estate Group
(330) 681-1699
194 Total Sales
1 in Norton
$117,500 Price
Mike Vara
Platinum Real Estate
(440) 530-9822
114 Total Sales
1 in Norton
$200,500 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 |
|---|---|---|---|---|
| 2026 | $4,171 | $56,172 | $11,638 | $44,534 |
| 2024 | $1,420 | $45,843 | $9,877 | $35,966 |
| 2023 | $1,420 | $45,843 | $9,877 | $35,966 |
| 2022 | $1,289 | $35,018 | $7,483 | $27,535 |
| 2021 | $1,297 | $35,018 | $7,483 | $27,535 |
| 2020 | $1,181 | $35,020 | $7,480 | $27,540 |
| 2019 | $1,102 | $29,350 | $7,480 | $21,870 |
| 2018 | $1,080 | $29,350 | $7,480 | $21,870 |
| 2017 | $1,107 | $29,350 | $7,480 | $21,870 |
| 2016 | $1,046 | $26,980 | $7,480 | $19,500 |
| 2015 | $1,107 | $26,980 | $7,480 | $19,500 |
| 2014 | $1,098 | $26,980 | $7,480 | $19,500 |
| 2013 | $1,211 | $29,190 | $7,480 | $21,710 |
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