Most expensive streets in Ascot
The 31 priciest streets in Ascot, ranked by average sold price over the last three years (streets with at least three sales). Free
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| # | Street | Average price | Sales | Last sale |
|---|---|---|---|---|
| 1 | Seymour Drive | £1,325,000 | 3 | 28 Jan 2026 |
| 2 | Kingswood | £1,147,813 | 8 | 12 May 2026 |
| 3 | Prince Albert Drive | £1,066,167 | 6 | 20 Oct 2025 |
| 4 | Locks Ride | £1,050,833 | 9 | 3 Aug 2026 |
| 5 | Saddlers Mews | £915,833 | 3 | 21 Apr 2026 |
| 6 | Winkfield Manor Drive | £867,714 | 14 | 15 Aug 2025 |
| 7 | Forest Road | £851,667 | 3 | 7 Aug 2026 |
| 8 | Whitegates Grange | £843,333 | 6 | 9 Dec 2024 |
| 9 | Boleyn Mews | £762,500 | 4 | 5 Mar 2025 |
| 10 | Westwood Grove | £655,000 | 3 | 9 Jan 2026 |
| 11 | New Road | £653,450 | 15 | 20 Aug 2026 |
| 12 | Barkers Meadow | £631,333 | 3 | 21 Nov 2025 |
| 13 | King Edwards Road | £630,000 | 7 | 13 Jul 2026 |
| 14 | Church Road Chavey Down | £611,350 | 12 | 24 Jul 2026 |
| 15 | Audley Way | £571,333 | 6 | 10 Sep 2025 |
| 16 | North Road | £570,833 | 3 | 28 Mar 2025 |
| 17 | Wentworth Avenue | £535,833 | 6 | 24 Nov 2025 |
| 18 | Fernbank Road | £521,882 | 17 | 12 Aug 2026 |
| 19 | Whitelands Drive | £504,167 | 6 | 11 May 2026 |
| 20 | Blackmoor Close | £498,200 | 5 | 28 May 2026 |
| 21 | Fernbank Place | £484,071 | 7 | 19 Mar 2026 |
| 22 | Scotts Mews | £477,500 | 4 | 10 Jul 2026 |
| 23 | Blackmoor Wood | £451,553 | 19 | 7 Apr 2026 |
| 24 | Prince Andrew Way | £442,800 | 10 | 6 Mar 2026 |
| 25 | Mill Ride | £388,333 | 3 | 13 Jun 2025 |
| 26 | Bracken Bank | £385,389 | 9 | 27 Mar 2026 |
| 27 | Admiral Kepple Court | £349,167 | 3 | 27 Feb 2025 |
| 28 | New Meadow | £345,000 | 3 | 21 Aug 2026 |
| 29 | London Road | £344,188 | 8 | 27 Aug 2026 |
| 30 | St Christophers Gardens | £335,455 | 11 | 15 Jun 2026 |
| 31 | Woodmill Court | £271,643 | 7 | 24 Jul 2026 |
Average of standard residential sales recorded by HM Land Registry since October 2023. Averages depend on the mix of homes sold, so a street of large detached houses will rank above one of flats.