Brentwood Crescent, Earlscourt
Co. Waterford, sold house prices since 2010
- Median price
- €280,000
- 5 market sales since 2021
- County median
- €250,000
- 12% higher here, same years
- Zoning
- R2
- RS, 36 of 36 parcels
- Latest sale
- €385,000
- 12 Jun 2025
Zoning
Development plan, within 15 m of the street
- R2RS (Existing residential)
WCCC Development Plan 2022 - 2028, Waterford The zoning objective in the plan
36 parcels of this street - G1OS (Open space, park)
WCCC Development Plan 2022 - 2028, Waterford The zoning objective in the plan
No parcel of this street has its centre in it
Source: Tailte Éireann and the Department of Housing (MyPlan), national zoning, CC BY 4.0. A parcel counts in the zone its centre falls in.
Land parcels
Registered freehold land, within 15 m of the street
36 parcels, from 259 m² to 7,979 m², median 316 m².
Line of the street: © OpenStreetMap contributors, ODbL.
Every recorded sale
12 sales, newest first
| Date | Address, as recorded | Price |
|---|---|---|
| 12 Jun 2025 | 7 BRENTWOOD CRESCENT, EARLSCOURT, WATERFORD X91A52X | €385,000 |
| 2 Apr 2024 | 30 BRENTWOOD CRESCENT, EARLSCOURT, DUNMORE RD X91K6DR | €361,000 |
| 10 Aug 2023 | 14 BRENTWOOD CRESCENT, EARLSCOURT, WATERFORD X91C2XD | €242,500 |
| 3 Feb 2023 | 28 BRENTWOOD CRESCENT, EARLSCOURT, DUNMORE RD X91Y80K | €280,000 |
| 29 Jan 2021 | 27 BRENTWOOD CRESCENT, EARLSCOURT, WATERFORD | €248,000 |
| 15 Jan 2020 | 27 BRENTWOOD CRESCENT, EARLSCOURT, WATERFORD | €195,000 |
| 4 Sept 2018 | 30 BRENTWOOD CRESCENT, EARLSCOURT, DUNMORE RD | €235,000 |
| 6 Jul 2018 | 3 BRENTWOOD CRESCENT, EARLSCOURT, WATERFORD | €235,000 |
| 14 Jul 2017 | 15 BRENTWOOD CRESCENT, EARLSCOURT, WATERFORD | €142,500 |
| 13 Feb 2014 | 14 Brentwood Crescent, Earlscourt | €95,000 |
| 12 Aug 2013 | 10 Brentwood Crescent, Earlscourt, Dunmore Road | €120,000 |
| 19 Oct 2012 | 16 Brentwood Crescent, Earlscourt, Dunmore Road | €100,000 |
Source: Residential Property Price Register, Property Services Regulatory Authority. Sales marked “not full market price” are left out of every median.