NOT LISTED FOR SALE

1801 S Oak Park Dr Tucson, AZ 85710

Rolling Hills Neighborhood

Estimated Value: $266,933 - $364,000

Studio
2 Baths
1,745 Sq Ft
$189/Sq Ft Est. Value

About This Home

This home is located at 1801 S Oak Park Dr, Tucson, AZ 85710 and is currently estimated at $329,733, approximately $188 per square foot. 1801 S Oak Park Dr is a home located in Pima County with nearby schools including Marshall Elementary School, Secrist Middle School, and Santa Rita High School.

Ownership History

Date Name Owned For Owner Type

Purchase Details

Closed on
Feb 26, 2007
Sold by
Daunheimer James Ervin and Daunheimer Janice Duncan
Bought by
Daunheimer Jamer Ervin and Daunheimer Janice Duncan
Current Estimated Value
$329,733
Source: Public Records

Range of Values:

--
Value Increase
--
Percent Increase
--
Adjusted for Inflation
Collateral Analytics

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ICE

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First American

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Quantarium

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Average Value
Not Available
List Price
Sold Price
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Home Values in the Area

Source: Public Records

Average Home Value in this Area

Source: Public Records

Purchase History

Date Buyer Sale Price Title Company
Daunheimer Jamer Ervin -- None Available
Source: Public Records

Tax History

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 $2,265 $20,388 -- --
2025 $2,265 $19,417 -- --
2024 $2,033 $18,493 -- --
2023 $2,033 $17,612 $0 $0
2022 $2,049 $16,773 $0 $0
2021 $2,056 $15,214 $0 $0
2020 $1,973 $15,214 $0 $0
2019 $1,917 $15,690 $0 $0
2018 $1,828 $13,142 $0 $0
2017 $1,745 $13,142 $0 $0
2016 $1,716 $12,625 $0 $0
2015 $1,641 $12,024 $0 $0
Source: Public Records

Map

Arizona Pima County Tucson 85710 Rolling Hills

1801 S Oak Park Dr, Tucson, AZ

Disclaimer: Certain information contained herein is derived from information provided by parties other than Homes.com. All information provided is deemed reliable, but is not guaranteed to be accurate and should be independently verified.

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