HDB · Queenstown
Blk 95 Dawson Rd resale prices
29 flats in this block resold in the last 24 months. The median price was S$838,000 (S$1,281 psf).
Official sales to Oct 2026
- Resales, last 24 months
- 29
- Median price
- S$838,000
- Median $ psf
- S$1,281 psf
- Lease left (approx.)
- 94 years 1 months
- Lease began 2021
By flat type, last 24 months
Town median: all resales of that flat type in the town over the last 12 months.
| Flat type | Sales | Median price | Median $ psf | Town median $ psf | Sizes |
|---|---|---|---|---|---|
| 2-room | 5 | S$650,000 | S$1,285 psf | S$808 psf | 47 sqm (506 sqft) |
| 3-room | 24 | S$864,000 | S$1,259 psf | S$666 psf | 63–66 sqm (678–710 sqft) |
Resales since Nov 2022
29 resales, newest first.
| Month | Flat type | Storey | Size | Price | $ psf |
|---|---|---|---|---|---|
| Sep 2026 | 2-room | Storey 28–30 | 47 sqm (506 sqft) | S$650,000 | S$1,285 psf |
| Aug 2026 | 3-room | Storey 28–30 | 63 sqm (678 sqft) | S$910,888 | S$1,343 psf |
| Aug 2026 | 3-room | Storey 10–12 | 63 sqm (678 sqft) | S$760,000 | S$1,121 psf |
| Jul 2026 | 3-room | Storey 7–9 | 63 sqm (678 sqft) | S$770,000 | S$1,135 psf |
| Jul 2026 | 3-room | Storey 1–3 | 63 sqm (678 sqft) | S$740,000 | S$1,091 psf |
| Jul 2026 | 3-room | Storey 37–39 | 66 sqm (710 sqft) | S$859,000 | S$1,209 psf |
| Jul 2026 | 3-room | Storey 31–33 | 63 sqm (678 sqft) | S$870,888 | S$1,284 psf |
| Jul 2026 | 3-room | Storey 34–36 | 63 sqm (678 sqft) | S$888,000 | S$1,309 psf |
| Jul 2026 | 3-room | Storey 19–21 | 63 sqm (678 sqft) | S$880,000 | S$1,298 psf |
| Jul 2026 | 2-room | Storey 31–33 | 47 sqm (506 sqft) | S$696,000 | S$1,376 psf |
| Jun 2026 | 3-room | Storey 31–33 | 63 sqm (678 sqft) | S$892,000 | S$1,315 psf |
| Jun 2026 | 3-room | Storey 25–27 | 63 sqm (678 sqft) | S$870,000 | S$1,283 psf |
| Jun 2026 | 3-room | Storey 4–6 | 63 sqm (678 sqft) | S$735,000 | S$1,084 psf |
| Jun 2026 | 3-room | Storey 7–9 | 63 sqm (678 sqft) | S$740,000 | S$1,091 psf |
| May 2026 | 3-room | Storey 31–33 | 63 sqm (678 sqft) | S$900,000 | S$1,327 psf |
| May 2026 | 3-room | Storey 25–27 | 63 sqm (678 sqft) | S$828,000 | S$1,221 psf |
| May 2026 | 3-room | Storey 13–15 | 63 sqm (678 sqft) | S$838,000 | S$1,236 psf |
| May 2026 | 3-room | Storey 16–18 | 63 sqm (678 sqft) | S$868,888 | S$1,281 psf |
| Apr 2026 | 3-room | Storey 28–30 | 63 sqm (678 sqft) | S$885,000 | S$1,305 psf |
| Apr 2026 | 3-room | Storey 10–12 | 63 sqm (678 sqft) | S$838,000 | S$1,236 psf |
| Apr 2026 | 2-room | Storey 7–9 | 47 sqm (506 sqft) | S$549,000 | S$1,085 psf |
| Mar 2026 | 3-room | Storey 19–21 | 63 sqm (678 sqft) | S$878,000 | S$1,295 psf |
| Mar 2026 | 3-room | Storey 19–21 | 63 sqm (678 sqft) | S$825,000 | S$1,217 psf |
| Feb 2026 | 3-room | Storey 1–3 | 63 sqm (678 sqft) | S$730,000 | S$1,076 psf |
| Feb 2026 | 3-room | Storey 13–15 | 63 sqm (678 sqft) | S$818,000 | S$1,206 psf |
| Feb 2026 | 2-room | Storey 34–36 | 47 sqm (506 sqft) | S$695,000 | S$1,374 psf |
| Jan 2026 | 3-room | Storey 34–36 | 63 sqm (678 sqft) | S$890,000 | S$1,312 psf |
| Jan 2026 | 3-room | Storey 19–21 | 63 sqm (678 sqft) | S$888,000 | S$1,309 psf |
| Dec 2025 | 2-room | Storey 7–9 | 47 sqm (506 sqft) | S$540,000 | S$1,067 psf |
Nearby blocks
- Blk 96 Dawson Rd70 m away · 35 in 24 months
- Blk 94 Dawson Rd80 m away · 36 in 24 months
- Blk 89 Dawson Rd90 m away · 15 in 24 months
- Blk 90 Dawson Rd100 m away · 9 in 24 months
- Blk 91 Dawson Rd130 m away · 13 in 24 months
- Blk 93 Dawson Rd150 m away · 7 in 24 months
Source
Figures are calculated by SG Home Price Checker from HDB resale records. They describe past sales, not the price of any one home. Data to Oct 2026. Sales from Nov 2022 onwards are included. Median prices are rounded to the nearest S$1,000.
Contains information from the “Resale flat prices” dataset accessed on 24 Oct 2026 from data.gov.sg, which is made available under the terms of the Singapore Open Data Licence version 1.0. Read the licence
SG Home Price Checker is independent. It is not affiliated with, and is not endorsed by, HDB, URA, SLA or any other Singapore Government agency.
How we calculate this