2026 property taxes in Rolling Hills Est (Benbrook)
The median home in Rolling Hills Est (Benbrook) (ZIP 76126) fell by 2.9% for the 2026 tax year across 21 homes.
Median per-parcel year-over-year change across homes that appeared on the appraisal roll in both years. If your notice shows an increase well above the typical home in your area, that gap is the basis for an equal-and-uniform protest.
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See how your assessment changed, and how your home compares with your neighborhood, ZIP code, city, and county.
2026 assessment snapshot for Rolling Hills Est (Benbrook)
That's the typical home in Rolling Hills Est (Benbrook). What about yours?
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Compare my home2025 property tax rates in Rolling Hills Est (Benbrook)
The most recent adopted rates from every taxing unit that covers Rolling Hills Est (Benbrook) in Tarrant County. Bills built from these 2025 rates were due January 31, 2026.
| Taxing unit | 2025 rate |
|---|---|
| Tarrant County | 0.19% |
| JPS HEALTH NETWORK | 0.17% |
| TARRANT COUNTY COLLEGE | 0.11% |
| CITY OF BENBROOK | 0.56% |
| FORT WORTH ISD | 1.03% |
Rates are set by the county, city, school district, and any special districts; they can't be changed. What you can protest is the assessed value they get multiplied against.
These medians cover single-family homes. Condos and townhomes in Rolling Hills Est (Benbrook) pay the same jurisdictional rates and typically have lower assessed values.
2025 adopted rates, sourced from Tarrant County, JPS HEALTH NETWORK, TARRANT COUNTY COLLEGE, CITY OF BENBROOK, FORT WORTH ISD. These are estimates for illustration; your bill depends on your exemptions and any special districts.
How Rolling Hills Est (Benbrook) compares to ZIP 76126 and Tarrant County
| Metric | Rolling Hills Est (Benbrook) | ZIP 76126 | Tarrant County |
|---|---|---|---|
| Median 2026 assessment | $450,745 | $318,646 | $279,543 |
| YoY change | -2.9% | -6.6% | -6.9% |
| Protest rate 2025 | 33.3% | 35.8% | 35.6% |
Other ZIP 76126 neighborhoods with 2026 property tax reports
See what 2026's assessment means for your home.
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Questions about Rolling Hills Est (Benbrook) property taxes
What is the median assessment in Rolling Hills Est (Benbrook) for 2026?
The median 2026 assessed value in Rolling Hills Est (Benbrook) (TAD neighborhood 4A400G) is $450,745, down 2.9% from $464,000 in 2025.
How does Rolling Hills Est (Benbrook) compare to the rest of ZIP 76126?
Rolling Hills Est (Benbrook)'s median of $450,745 is 41.5% above the ZIP 76126 median of $318,646.
What is the property tax rate in Rolling Hills Est (Benbrook)?
The combined property tax rate in Rolling Hills Est (Benbrook) was 2.05% of assessed value per $100 for the 2025 tax year (CITY OF BENBROOK / FORT WORTH ISD), the most recent adopted rates on file. Bills built from these rates were due January 31, 2026.
Do these figures include condos and townhomes?
No. These figures cover single-family homes in Rolling Hills Est (Benbrook). Condos and townhomes sit inside the same taxing jurisdictions and pay the same rates; they typically carry lower assessed values, so the dollar amount owed is usually lower even though the rate itself is identical.
How we calculate the year-over-year change. Real estate values are heavily right-skewed: most homes move within a narrow band each year while a handful jump due to reassessments, renovations, or cap resets. An arithmetic average gets pulled by those few large moves and overstates what the typical homeowner saw. We report the median instead, which reflects the middle home in the area. This matches industry convention (Zillow, Redfin, FHFA, Case-Shiller, the Texas Comptroller) and tells you what to expect for a home like yours.
How to read these figures. These are area-wide medians, not a prediction for any single home. Appraisal districts do not apply one flat percentage across the board. Each home is valued on its own characteristics using standard appraisal methods, so your notice can move differently from the numbers here. Treat this as a starting point for whether a protest is worth a closer look, not an estimate of your own value.